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    <title>Катедра &quot;Логистика и вериги на доставките&quot; Страници Modifications RSS Feed</title>
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    <description>Катедра &quot;Логистика и вериги на доставките&quot; - Катедра &quot;Логистика и вериги на доставките&quot;</description>
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&quot; 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&lt;td&gt;&lt;/td&gt;
&lt;td&gt;
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&quot; width=&quot;190&quot; height=&quot;138&quot;&gt;&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;</description>
      <author>УНСС</author>
      <pubDate>Wed, 15 Apr 2026 11:46:33 GMT</pubDate>
    </item>
    <item>
      <title>Предишни конференции</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/17441/from-rss.html</link>
      <description></description>
      <author>УНСС</author>
      <pubDate>Tue, 14 Apr 2026 10:27:21 GMT</pubDate>
    </item>
    <item>
      <title>Изисквания към докладите/Инструкции за авторите</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/17437/from-rss.html</link>
      <description>&lt;p&gt;Докладите не трябва да са публикувани в други издания;&lt;/p&gt;
&lt;p&gt;Докладите да се подготвят на Microsoft Office Word, съгласно приложените шаблони, които можете да истеглите от страницата.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&amp;nbsp;Моля:&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Не номерирайте страниците!&lt;/li&gt;
&lt;li&gt;Не използвайте функциите Header and Footer на MS Word!&lt;/li&gt;
&lt;li&gt;Не включвайте в доклада си организационно лого!&lt;/li&gt;
&lt;li&gt;Не се позовавайте на конкретни страници във вашия текст! Вместо това можете да се позовавате на заглавия и подзаглавия в текста.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW124936185 BCX0&quot;&gt;
&lt;p class=&quot;Paragraph SCXW124936185 BCX0&quot; paraid=&quot;1484654087&quot; paraeid=&quot;{8d448966-a243-40d5-97e9-7f494cb13075}{251}&quot;&gt;&lt;span data-contrast=&quot;auto&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW124936185 BCX0&quot;&gt;Представените доклади ще бъдат публикувани в:&lt;/span&gt;&lt;span class=&quot;EOP SCXW124936185 BCX0&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;201341983&amp;quot;:0,&amp;quot;335551550&amp;quot;:6,&amp;quot;335551620&amp;quot;:6,&amp;quot;335557856&amp;quot;:16777215,&amp;quot;335559685&amp;quot;:0,&amp;quot;335559731&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:0,&amp;quot;335559740&amp;quot;:276,&amp;quot;335559991&amp;quot;:10}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW124936185 BCX0&quot;&gt;
&lt;p class=&quot;Paragraph SCXW124936185 BCX0&quot; paraid=&quot;1949264653&quot; paraeid=&quot;{c15700c2-d044-4d67-a8a3-850561e6efde}{2}&quot;&gt;&lt;span data-contrast=&quot;auto&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW124936185 BCX0&quot;&gt;1.&amp;nbsp;&lt;/span&gt;&lt;span data-contrast=&quot;auto&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW124936185 BCX0&quot;&gt;Сборник в електронен формат&lt;/span&gt;&lt;span data-contrast=&quot;auto&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW124936185 BCX0&quot;&gt;&lt;span class=&quot;NormalTextRun SCXW124936185 BCX0&quot;&gt;, който&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW124936185 BCX0&quot;&gt;ще бъде регистриран в Националния референтен списък на съвременните български научни издания с научно рецензиране, поддържан от НАЦИД и индексиран в&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span data-contrast=&quot;auto&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW124936185 BCX0&quot;&gt;&lt;span class=&quot;NormalTextRun SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot; data-ccp-charstyle-defn=&quot;{&amp;quot;ObjectId&amp;quot;:&amp;quot;5dd36312-2baa-5bb3-a5d0-19871ffd4b53|1&amp;quot;,&amp;quot;ClassId&amp;quot;:1073872969,&amp;quot;Properties&amp;quot;:[201342446,&amp;quot;1&amp;quot;,201342447,&amp;quot;5&amp;quot;,201342448,&amp;quot;1&amp;quot;,201342449,&amp;quot;1&amp;quot;,469777841,&amp;quot;Aptos&amp;quot;,469777842,&amp;quot;&amp;quot;,469777843,&amp;quot;Aptos&amp;quot;,469777844,&amp;quot;Aptos&amp;quot;,201341986,&amp;quot;1&amp;quot;,469769226,&amp;quot;Aptos&amp;quot;,268442635,&amp;quot;22&amp;quot;,469775450,&amp;quot;x_contentpasted3&amp;quot;,201340122,&amp;quot;1&amp;quot;,134233614,&amp;quot;true&amp;quot;,469778129,&amp;quot;xcontentpasted3&amp;quot;,335572020,&amp;quot;1&amp;quot;,469778324,&amp;quot;Default Paragraph Font&amp;quot;]}&quot;&gt;Онлайн библиотеката за Централна и Източна Европа&amp;nbsp;(Central&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;NormalTextRun SpellingErrorV2Themed SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;and&lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;NormalTextRun SpellingErrorV2Themed SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;Eastern&lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;NormalTextRun SpellingErrorV2Themed SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;European&lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;NormalTextRun SpellingErrorV2Themed SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;Online&lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;NormalTextRun SpellingErrorV2Themed SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;Library&lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;/CEOOL)&lt;/span&gt;&lt;/span&gt;&lt;span data-contrast=&quot;auto&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW124936185 BCX0&quot;&gt;&lt;span class=&quot;NormalTextRun SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;&amp;nbsp;в режим&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;NormalTextRun SpellingErrorV2Themed SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;open&lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;NormalTextRun SpellingErrorV2Themed SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;access&lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW124936185 BCX0&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;EOP SCXW124936185 BCX0&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;201341983&amp;quot;:0,&amp;quot;335551550&amp;quot;:6,&amp;quot;335551620&amp;quot;:6,&amp;quot;335557856&amp;quot;:16777215,&amp;quot;335559685&amp;quot;:0,&amp;quot;335559731&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:0,&amp;quot;335559740&amp;quot;:276,&amp;quot;335559991&amp;quot;:10}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW124936185 BCX0&quot;&gt;
&lt;p class=&quot;Paragraph SCXW124936185 BCX0&quot; paraid=&quot;1311343894&quot; paraeid=&quot;{c15700c2-d044-4d67-a8a3-850561e6efde}{46}&quot;&gt;&lt;span data-contrast=&quot;auto&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW124936185 BCX0&quot;&gt;&lt;span class=&quot;NormalTextRun SCXW124936185 BCX0&quot;&gt;2.&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;Избрани доклади ще бъдат насочени към юбилейна тематична секция в&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span data-contrast=&quot;auto&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW124936185 BCX0&quot;&gt;Научни трудове на УНСС.&lt;/span&gt;&lt;span data-contrast=&quot;auto&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW124936185 BCX0&quot;&gt;&amp;nbsp;Изданието е индексирано в&amp;nbsp;&lt;/span&gt;&lt;span data-contrast=&quot;auto&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; class=&quot;TextRun SCXW124936185 BCX0&quot;&gt;&lt;span class=&quot;NormalTextRun SpellingErrorV2Themed SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;RePec&lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;, Google Scholar, ROAD, SIS, J-Gate, CEOOL,&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;NormalTextRun SpellingErrorV2Themed SCXW124936185 BCX0&quot; data-ccp-charstyle=&quot;x_contentpasted3&quot;&gt;Crossref&lt;/span&gt;&lt;/span&gt;&lt;span data-contrast=&quot;auto&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW124936185 BCX0&quot;&gt;&amp;nbsp;и регистрирано в Националния референтен списък на НАЦИД.&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;EOP SCXW124936185 BCX0&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;201341983&amp;quot;:0,&amp;quot;335551550&amp;quot;:6,&amp;quot;335551620&amp;quot;:6,&amp;quot;335557856&amp;quot;:16777215,&amp;quot;335559685&amp;quot;:0,&amp;quot;335559731&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:0,&amp;quot;335559740&amp;quot;:276,&amp;quot;335559991&amp;quot;:10}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <author>УНСС</author>
      <pubDate>Wed, 25 Mar 2026 08:36:57 GMT</pubDate>
    </item>
    <item>
      <title>15-та НАУЧНА КОНФЕРЕНЦИЯ ПО ЛОГИСТИКА И УПРАВЛЕНИЕ НА ВЕРИГАТА НА ДОСТАВКИТЕ</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/77120/from-rss.html</link>
      <description>&lt;p style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;https://departments.unwe.bg/Uploads/Department/logistics_conf_2026.jpg&quot; width=&quot;900&quot; height=&quot;636&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;15-та НАУЧНА КОНФЕРЕНЦИЯ ПО ЛОГИСТИКА И УПРАВЛЕНИЕ НА ВЕРИГАТА НА ДОСТАВКИТЕ на тема:&amp;nbsp;&lt;/p&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW100613036 BCX8&quot; style=&quot;text-align: center;&quot;&gt;
&lt;p class=&quot;Paragraph SCXW100613036 BCX8&quot; paraid=&quot;1487910592&quot; paraeid=&quot;{2103d055-b06f-468c-bb9e-97779b75b823}{80}&quot;&gt;&lt;strong&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW100613036 BCX8&quot;&gt;35 години катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; &amp;ndash; образование и наука с бъдеще&lt;/span&gt;&lt;span class=&quot;EOP SCXW100613036 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;201341983&amp;quot;:0,&amp;quot;335551550&amp;quot;:2,&amp;quot;335551620&amp;quot;:2,&amp;quot;335559685&amp;quot;:17,&amp;quot;335559737&amp;quot;:7,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:94,&amp;quot;335559740&amp;quot;:276,&amp;quot;335559991&amp;quot;:10}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW100613036 BCX8&quot; style=&quot;text-align: center;&quot;&gt;
&lt;p class=&quot;Paragraph SCXW100613036 BCX8&quot; paraid=&quot;2124339634&quot; paraeid=&quot;{2103d055-b06f-468c-bb9e-97779b75b823}{88}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW100613036 BCX8&quot;&gt;по случай 35-ата годишнина от създаването на катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; при УНСС&lt;/span&gt;&lt;span class=&quot;EOP SCXW100613036 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;201341983&amp;quot;:0,&amp;quot;335551550&amp;quot;:2,&amp;quot;335551620&amp;quot;:2,&amp;quot;335559685&amp;quot;:17,&amp;quot;335559737&amp;quot;:7,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:94,&amp;quot;335559740&amp;quot;:276,&amp;quot;335559991&amp;quot;:10}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;която ще се проведе на&lt;/p&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW177783412 BCX2&quot;&gt;
&lt;p class=&quot;Paragraph SCXW177783412 BCX2&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span data-contrast=&quot;none&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW177783412 BCX2&quot;&gt;&lt;span class=&quot;NormalTextRun SCXW177783412 BCX2&quot;&gt;17 ноември 2026 г. в Голяма конферентна зала, УНСС&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;x_elementToProof&quot; data-olk-copy-source=&quot;MessageBody&quot;&gt;&lt;/div&gt;
&lt;div class=&quot;x_elementToProof&quot; data-olk-copy-source=&quot;MessageBody&quot;&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW187987377 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW187987377 BCX8&quot; paraid=&quot;691501248&quot; paraeid=&quot;{2103d055-b06f-468c-bb9e-97779b75b823}{108}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW187987377 BCX8&quot;&gt;Като част от честванията по повод своята 35-годишнина, катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; има честта и удоволствието да Ви покани да участвате в 15-тата научна конференция по логистика и управление на веригата на доставките.&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;EOP SCXW187987377 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;201341983&amp;quot;:0,&amp;quot;335551550&amp;quot;:6,&amp;quot;335551620&amp;quot;:6,&amp;quot;335559685&amp;quot;:-1,&amp;quot;335559731&amp;quot;:706,&amp;quot;335559738&amp;quot;:120,&amp;quot;335559739&amp;quot;:120,&amp;quot;335559740&amp;quot;:276,&amp;quot;335559991&amp;quot;:10}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW187987377 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW187987377 BCX8&quot; paraid=&quot;598791444&quot; paraeid=&quot;{2103d055-b06f-468c-bb9e-97779b75b823}{114}&quot;&gt;&lt;span data-contrast=&quot;auto&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW187987377 BCX8&quot;&gt;&lt;span class=&quot;NormalTextRun SCXW187987377 BCX8&quot;&gt;В условията на силна динамика на икономическата среда темата за образованието и науката като фактор за бъдещото развитие на логистиката и веригите на доставки е особено актуална.&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;NormalTextRun CommentStart CommentHighlightPipeRest CommentHighlightRest SCXW187987377 BCX8&quot;&gt;Конференцията има за цел да събере експерти, учени и практици както за обмен на идеи и добри практики, така и за обсъждане на най-новите тенденции, иновации,&lt;/span&gt;&lt;/span&gt;&lt;span data-contrast=&quot;auto&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; class=&quot;TextRun SCXW187987377 BCX8&quot;&gt;&lt;span class=&quot;NormalTextRun CommentHighlightRest SCXW187987377 BCX8&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span data-contrast=&quot;auto&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW187987377 BCX8&quot;&gt;&lt;span class=&quot;NormalTextRun CommentHighlightRest SCXW187987377 BCX8&quot;&gt;технологии и устойчиви решения в логистиката, управлението на веригата на доставките и съвременното обучение в тези бързоразвиващите се области.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;EOP CommentHighlightPipeRest SCXW187987377 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;201341983&amp;quot;:0,&amp;quot;335551550&amp;quot;:6,&amp;quot;335551620&amp;quot;:6,&amp;quot;335559685&amp;quot;:0,&amp;quot;335559731&amp;quot;:705,&amp;quot;335559738&amp;quot;:120,&amp;quot;335559739&amp;quot;:120,&amp;quot;335559740&amp;quot;:276,&amp;quot;335559991&amp;quot;:10}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW187987377 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW187987377 BCX8&quot; paraid=&quot;1859557048&quot; paraeid=&quot;{2103d055-b06f-468c-bb9e-97779b75b823}{128}&quot;&gt;&lt;span data-contrast=&quot;auto&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW187987377 BCX8&quot;&gt;Събитието е предназначено за учени, докторанти, изследователи и експерти, работещи в сферата на логистиката и веригите на доставки, производството, търговията и&amp;nbsp; устойчивото развитие.&lt;/span&gt;&lt;span class=&quot;EOP SCXW187987377 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;201341983&amp;quot;:0,&amp;quot;335551550&amp;quot;:6,&amp;quot;335551620&amp;quot;:6,&amp;quot;335559685&amp;quot;:0,&amp;quot;335559731&amp;quot;:705,&amp;quot;335559738&amp;quot;:120,&amp;quot;335559739&amp;quot;:120,&amp;quot;335559740&amp;quot;:276,&amp;quot;335559991&amp;quot;:10}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Paragraph SCXW187987377 BCX8&quot; paraid=&quot;1859557048&quot; paraeid=&quot;{2103d055-b06f-468c-bb9e-97779b75b823}{128}&quot;&gt;&lt;span class=&quot;EOP SCXW187987377 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;201341983&amp;quot;:0,&amp;quot;335551550&amp;quot;:6,&amp;quot;335551620&amp;quot;:6,&amp;quot;335559685&amp;quot;:0,&amp;quot;335559731&amp;quot;:705,&amp;quot;335559738&amp;quot;:120,&amp;quot;335559739&amp;quot;:120,&amp;quot;335559740&amp;quot;:276,&amp;quot;335559991&amp;quot;:10}&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
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&lt;p class=&quot;Paragraph SCXW73742199 BCX8&quot; paraid=&quot;2011905730&quot; paraeid=&quot;{8d448966-a243-40d5-97e9-7f494cb13075}{195}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW73742199 BCX8&quot;&gt;Добри практики в управлението на логистичните дейности;&lt;/span&gt;&lt;span class=&quot;EOP SCXW73742199 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;201341983&amp;quot;:0,&amp;quot;335551550&amp;quot;:6,&amp;quot;335551620&amp;quot;:6,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:0,&amp;quot;335559740&amp;quot;:276}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
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&lt;ul class=&quot;BulletListStyle1 SCXW73742199 BCX8&quot; role=&quot;list&quot;&gt;
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&lt;ul class=&quot;BulletListStyle1 SCXW73742199 BCX8&quot; role=&quot;list&quot;&gt;
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&lt;p class=&quot;Paragraph SCXW73742199 BCX8&quot; paraid=&quot;2052784090&quot; paraeid=&quot;{8d448966-a243-40d5-97e9-7f494cb13075}{207}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW73742199 BCX8&quot;&gt;Обучение по логистика и управление на веригата на доставките в страната.&lt;/span&gt;&lt;span class=&quot;EOP SCXW73742199 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;201341983&amp;quot;:0,&amp;quot;335551550&amp;quot;:6,&amp;quot;335551620&amp;quot;:6,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:0,&amp;quot;335559740&amp;quot;:276}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p&gt;&lt;b&gt;Работен език на конференцията&lt;/b&gt;: български и английски&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;b data-olk-copy-source=&quot;MailCompose&quot;&gt;Подаване на заявка за участие и резюме&lt;/b&gt;: Регистрацията се извършва чрез онлайн форма -&amp;nbsp;&lt;a href=&quot;https://forms.office.com/e/HEYFRrpWwy&quot;&gt;&lt;b&gt;Регистрация&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;b&gt;Подаване на доклад и декларации за публикуване&lt;/b&gt;: Докладите се приемат чрез онлайн форма -&amp;nbsp;&lt;a href=&quot;https://g92543s9.forms.app/podavane-na-doklad&quot;&gt;&lt;b&gt;Подаване на доклад&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Wed, 25 Mar 2026 07:51:19 GMT</pubDate>
    </item>
    <item>
      <title>Важни дати</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/17436/from-rss.html</link>
      <description>&lt;div class=&quot;article-content&quot;&gt;
&lt;p&gt;&lt;b&gt;Подаване на &lt;a href=&quot;https://forms.office.com/e/HEYFRrpWwy&quot;&gt;онлайн заявка&lt;/a&gt; с резюме за участие в конференцията&amp;nbsp;&lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;до 10 септември 2026 г.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;b&gt;Заплащане на таксата за участие в конференцията и качване на копие на документа за платена такса &lt;br&gt;&lt;/b&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;до 30 септември 2026 г.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;a href=&quot;https://g92543s9.forms.app/podavane-na-doklad&quot;&gt;&lt;b&gt;Подаване на доклад&amp;nbsp;&lt;/b&gt;&lt;/a&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;до 31 октомври 2026 г.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 24 Mar 2026 15:01:39 GMT</pubDate>
    </item>
    <item>
      <title>Тематични направления и целеви групи</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/17433/from-rss.html</link>
      <description>&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
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&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;1808448799&quot; paraeid=&quot;{25de7475-1a06-46fd-b26e-17f9c107c951}{220}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Логистика в производствените и търговските предприятия;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;737010798&quot; paraeid=&quot;{25de7475-1a06-46fd-b26e-17f9c107c951}{226}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Дистрибуция;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;421734020&quot; paraeid=&quot;{25de7475-1a06-46fd-b26e-17f9c107c951}{232}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Управление на веригата на доставките;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
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&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;1483760369&quot; paraeid=&quot;{25de7475-1a06-46fd-b26e-17f9c107c951}{238}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Съвременно складиране и управление на складовете;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
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&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;706324957&quot; paraeid=&quot;{25de7475-1a06-46fd-b26e-17f9c107c951}{244}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Складови системи и технологии;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;530890934&quot; paraeid=&quot;{25de7475-1a06-46fd-b26e-17f9c107c951}{250}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Териториално разположение на постоянните съоръжения;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;1022412688&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{1}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Международни и регионални вериги;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;1391317173&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{7}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; IT в логистиката и веригите на доставки;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;71873731&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{13}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Устойчива логистиката;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;1379725072&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{19}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Зелени вериги на доставки;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;1297814068&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{25}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Управление на запасите;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;1461650438&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{31}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Логистичен сектор;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;134966658&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{37}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Рискът в логистиката и веригата на доставки;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;2072490791&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{43}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Обратна логистика;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;1344448938&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{49}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Аутсорсинг в логистиката;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;1928101400&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{55}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Управление на връзките във веригата на доставките;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;58662754&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{61}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Глобална логистика;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;1449779160&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{67}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Планиране и прогнозиране;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;1033667387&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{73}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; ИКТ в логистиката и веригата на доставките;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;246891137&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{79}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Blockchain в логистиката и веригите на доставки;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
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&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;1673128744&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{85}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Управление на обслужването и качеството в логистиката и веригата на доставките;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW260126056 BCX8&quot; xml:lang=&quot;EN-US&quot; lang=&quot;EN-US&quot; paraid=&quot;22112051&quot; paraeid=&quot;{561518f1-dd58-4a14-8495-3b09e8e50d89}{91}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG&quot; lang=&quot;BG&quot; class=&quot;TextRun SCXW260126056 BCX8&quot;&gt;&amp;bull; Актуални проблеми и водещи практики в обучението по логистиката и веригата на доставките;&lt;/span&gt;&lt;span class=&quot;EOP SCXW260126056 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;335551550&amp;quot;:0,&amp;quot;335551620&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:150}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
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&lt;div class=&quot;OutlineElement Ltr SCXW260126056 BCX8&quot;&gt;
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&lt;ul class=&quot;BulletListStyle1 SCXW260126056 BCX8&quot; role=&quot;list&quot;&gt;
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&lt;/div&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 24 Mar 2026 14:43:45 GMT</pubDate>
    </item>
    <item>
      <title>Организационен комитет</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/17435/from-rss.html</link>
      <description>&lt;p&gt;доц. д-р Николай Драгомиров &amp;ndash; Председател, Ръководител катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;, УНСС&lt;/p&gt;
&lt;p&gt;проф. д-р Мирослава Раковска &amp;ndash; катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;, УНСС&lt;/p&gt;
&lt;p&gt;доц. д-р Мария Воденичарова &amp;ndash; катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;, Заместник-ректор по научноизследователската дейност на УНСС&lt;/p&gt;
&lt;p&gt;гл. ас. д-р Мирослав Стефанов - катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; УНСС, научен секретар&lt;/p&gt;
&lt;p&gt;гл. ас. д-р Стиляна Микова - катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; УНСС&lt;/p&gt;
&lt;p&gt;гл. ас. д-р Лиляна Михова - катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; УНСС&lt;/p&gt;
&lt;p&gt;гл. ас. д-р Петя Филева - катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; УНСС&lt;/p&gt;
&lt;p&gt;ас. д-р Иво Анев - катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; УНСС&lt;/p&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW79893876 BCX8&quot;&gt;
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&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW79893876 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW79893876 BCX8&quot; paraid=&quot;1184850839&quot; paraeid=&quot;{e6f469e5-db98-47d7-befb-9a8afb3d3b39}{238}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW79893876 BCX8&quot;&gt;&lt;span class=&quot;NormalTextRun SCXW79893876 BCX8&quot;&gt;Рикардо&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;NormalTextRun SpellingErrorV2Themed SCXW79893876 BCX8&quot;&gt;Валенте&lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW79893876 BCX8&quot;&gt;&amp;nbsp;- докторант, катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; УНСС&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;EOP SCXW79893876 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;201341983&amp;quot;:0,&amp;quot;335551550&amp;quot;:6,&amp;quot;335551620&amp;quot;:6,&amp;quot;335557856&amp;quot;:16777215,&amp;quot;335559685&amp;quot;:0,&amp;quot;335559731&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:0,&amp;quot;335559740&amp;quot;:276,&amp;quot;335559991&amp;quot;:10}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW79893876 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW79893876 BCX8&quot; paraid=&quot;673340327&quot; paraeid=&quot;{e6f469e5-db98-47d7-befb-9a8afb3d3b39}{248}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW79893876 BCX8&quot;&gt;Тодор Караджов - докторант, катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; УНСС&lt;/span&gt;&lt;span class=&quot;EOP SCXW79893876 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;201341983&amp;quot;:0,&amp;quot;335551550&amp;quot;:6,&amp;quot;335551620&amp;quot;:6,&amp;quot;335557856&amp;quot;:16777215,&amp;quot;335559685&amp;quot;:0,&amp;quot;335559731&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:0,&amp;quot;335559740&amp;quot;:276,&amp;quot;335559991&amp;quot;:10}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW79893876 BCX8&quot;&gt;
&lt;p class=&quot;Paragraph SCXW79893876 BCX8&quot; paraid=&quot;253558535&quot; paraeid=&quot;{e6f469e5-db98-47d7-befb-9a8afb3d3b39}{254}&quot;&gt;&lt;span data-contrast=&quot;none&quot; xml:lang=&quot;BG-BG&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW79893876 BCX8&quot;&gt;Любомир Лозанов - докторант, катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; УНСС&lt;/span&gt;&lt;span class=&quot;EOP SCXW79893876 BCX8&quot; data-ccp-props=&quot;{&amp;quot;134233117&amp;quot;:false,&amp;quot;134233118&amp;quot;:false,&amp;quot;201341983&amp;quot;:0,&amp;quot;335551550&amp;quot;:6,&amp;quot;335551620&amp;quot;:6,&amp;quot;335557856&amp;quot;:16777215,&amp;quot;335559685&amp;quot;:0,&amp;quot;335559731&amp;quot;:0,&amp;quot;335559738&amp;quot;:0,&amp;quot;335559739&amp;quot;:0,&amp;quot;335559740&amp;quot;:276,&amp;quot;335559991&amp;quot;:10}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 24 Mar 2026 14:39:10 GMT</pubDate>
    </item>
    <item>
      <title>Конферентни такси</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/17439/from-rss.html</link>
      <description>&lt;table style=&quot;width: 599px;&quot; cellpadding=&quot;0&quot; border=&quot;1&quot; align=&quot;left&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;text-align: center;&quot; width=&quot;47%&quot;&gt;&lt;strong&gt;Участници&lt;/strong&gt;&lt;/td&gt;
&lt;td style=&quot;text-align: center;&quot; width=&quot;51%&quot;&gt;&lt;strong&gt;Такса&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;47%&quot;&gt;
&lt;p&gt;Студенти, докторанти, преподаватели от УНСС&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;text-align: center;&quot; width=&quot;51%&quot;&gt;Без такса&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;47%&quot;&gt;
&lt;p&gt;Индивидуални участници без доклад&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;51%&quot;&gt;
&lt;p align=&quot;center&quot;&gt;30 евро с ДДС&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;47%&quot;&gt;
&lt;p&gt;Учени, докторанти и студенти с един доклад&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;51%&quot;&gt;
&lt;p align=&quot;center&quot;&gt;30 евро с ДДС&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;&lt;span style=&quot;color: #800000;&quot;&gt;&lt;b&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #800000;&quot;&gt;&lt;b&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #800000;&quot;&gt;&lt;b&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #800000;&quot;&gt;&lt;b&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;Банка:&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span&gt;БНБ&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;BIC на БНБ:&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span&gt;BNBGBGSD&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;IBAN:&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span&gt;BG03BNBG96613100174601.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;Основание на плащането:&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span&gt;&amp;ldquo;Такса за участие в конференция по логистика и ВД за &amp;bdquo;име на автора&amp;ldquo;&amp;rdquo;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span&gt;Сканираният документ за платена такса се прилага при изпращане на доклада /където е необходима такава/&lt;/span&gt;&lt;/strong&gt;&lt;span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 24 Mar 2026 14:35:15 GMT</pubDate>
    </item>
    <item>
      <title>ПРАВИЛА И ПРОЦЕДУРА  ЗА ПРОВЕЖДАНЕ НА ДЪРЖАВЕН ИЗПИТ В ОКС „БАКАЛАВЪР“ ЗА СПЕЦИАЛНОСТ „БИЗНЕС ЛОГИСТИКА“</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/5109/from-rss.html</link>
      <description>&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Настоящите правила за провеждане на държавен изпит в специалност &amp;bdquo;Бизнес логистика&amp;ldquo;, ОКС &amp;bdquo;бакалавър&amp;ldquo; се основават на Общите правила за провеждане на държавен изпит в ОКС &amp;bdquo;бакалавър&amp;ldquo; на Университета за национално и световно стопанство.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; В учебния план на специалността &amp;bdquo;Бизнес логистика&amp;ldquo; за държавния изпит са предвидени 10 кредита и 250 часа извънаудиторна заетост.&lt;/p&gt;
&lt;p&gt;Студентите от ОКС бакалавър полагат писмен държавен изпит по специалността на дата, определена с решение на КС и в рамките на трите сесии.&amp;nbsp; На това заседание се предлага съставът на държавната изпитна комисия, състояща се от хабилитирани преподаватели и се определят квестори сред нехабилитираните преподаватели. Датата се обявява в Учебен отдел и на студентите месец по-рано.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol start=&quot;1&quot;&gt;
&lt;li&gt;&lt;strong&gt;Студентите подават молба за допускане&lt;/strong&gt; до явяване на Държавен изпит в Дирекция &amp;ldquo;Бакалавърска степен&amp;rdquo;. Срокът за подаване на молбите се определя от Дирекция &amp;bdquo;Бакалавърска степен&amp;ldquo;. Невключен в протокола студент &lt;b&gt;не се допуска&lt;/b&gt; до Държавен изпит.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Въпросникът за Държавен изпит се одобрява на заседание на КС&lt;/strong&gt;, утвърждава се от зам.-ректора по обучението в ОКС &amp;bdquo;бакалавър&amp;rdquo; и се предоставя на разположение на студентите не по-късно от три месеца преди датата на изпита на електронната&amp;nbsp; страница на катедрата. В същия срок КС определя преподавателите, отговорни за консултиране на студентите във връзка с темите от въпросника, както и дните и часовете за консултация.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Съставът на Държавната изпитна комисия&lt;/strong&gt; се състои от най-малко трима хабилитирани преподаватели и се определя по предложение на Ръководител катедра със Заповед на зам.-ректора по обучението в ОКС &amp;bdquo;бакалавър&amp;rdquo;. Председателят на комисията е хабилитиран преподавател на основен трудов договор в УНСС. По изключение в състава на комисията могат да участват и нехабилитирани преподаватели с образователна и научна степен &amp;bdquo;доктор&amp;rdquo;.&lt;/li&gt;
&lt;li style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;Държавният изпит е 3 астрономически часа и започва в 9.00 часа в предварително обявената зала.&lt;/strong&gt; Квесторите проверяват самоличността на студентите по личната им карта (паспорт), както и дали са вписани в протокола за Държавен изпит. Студентите нямат право да ползват технически средства. В случаи на опити за преписване или подсказване, включително и с подаване на знаци, писмената работа&amp;nbsp; на съответния студент се анулира. Председателят на комисията /или член на същата/ открива изпитната процедура. Изпитът представлява тест на хартиен носител, състоящ се от 20 закрити и 10 открити въпроси. Отговорите на закритите въпроси носят по 1 точка, а на откритите въпроси &amp;ndash; по 3 точки (общият брой възможни точки от теста е 50).&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;strong&gt;Скалата за оценка е както следва:&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;Под 25 точки &amp;ndash; 2;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;25 &amp;ndash; 30 точки &amp;ndash; 3;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;31 &amp;ndash; 36 точки &amp;ndash; 4;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;37 &amp;ndash; 42 точки &amp;ndash; 5;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;43 -&amp;nbsp; 50 точки &amp;ndash; 6;&lt;/p&gt;
&lt;ol start=&quot;5&quot;&gt;
&lt;li&gt;След приключване на Държавния изпит квесторите събират тестовите листове и студентските книжки на студентите. Комисията проверява писмените работи и с консенсус определя окончателните оценки на дипломантите. Резултатите се нанасят в студентските книжки и протоколите, които се подписват от ръководителя на катедрата. Връчването на книжките и обявяването на оценките се извършва в деня на провеждането на Държавния изпит.&lt;/li&gt;
&lt;li&gt;Нанасянето на оценките в Главна книга се осъществява от председателя на изпитната комисия в рамките на три дни от датата на провеждането на Държавния изпит.&lt;/li&gt;
&lt;li&gt;На следващото заседание на КС се обсъждат постигнатите от студентите резултати и евентуално възникналите проблемни ситуации при провеждането на изпитите с оглед разкриването на възможности за усъвършенстване на&amp;nbsp; изпитния процес.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Писмените материали от изпита се съхраняват за период от една година.&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Правилата за провеждане на държавен изпит в ОКС &amp;bdquo;бакалавър&amp;ldquo; за специалност &amp;bdquo;Бизнес логистика&amp;ldquo; са приети на заседание на катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; на 23.10.2018 г. (протокол № 2).&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;table cellspacing=&quot;0&quot; cellpadding=&quot;0&quot; border=&quot;0&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td width=&quot;170&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;right&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;246&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;170&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;right&quot;&gt;Ръководител катедра:&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;246&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;170&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;right&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;246&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;(проф. д-р Мирослава Раковска)&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Wed, 11 Mar 2026 11:00:38 GMT</pubDate>
    </item>
    <item>
      <title>ПРАВИЛА И ПРОЦЕДУРА  	ЗА РАЗРАБОТВАНЕ И ЗАЩИТА НА ДИПЛОМНА РАБОТА НА СТУДЕНТИТЕ ОТ СПЕЦИАЛНОСТИТЕ „БИЗНЕС ЛОГИСТИКА И ВЕРИГИ НА ДОСТАВКИТЕ“ И „УПРАВЛЕНИЕ НА ВЕРИГАТА НА ДОСТАВКИТЕ“ ЗА ПРИДОБИВАНЕ НА ОБРАЗОВАТЕЛНО-КВАЛИФИКАЦИОННА СТЕПЕН „МАГИСТЪР“</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/5111/from-rss.html</link>
      <description>&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;Настоящите правила се основават на изискванията на действащия ЗВО и общите&amp;nbsp; правила за провеждане на защита на дипломна работа в образователно-квалификационна степен &amp;bdquo;магистър&amp;rdquo; на УНСС.&lt;/p&gt;
&lt;p&gt;Съгласно учебния план на специалностите &amp;bdquo;Бизнес логистика и вериги на доставките&amp;rdquo; и &amp;bdquo;Управление на веригата на доставките&amp;ldquo; за ОКС &amp;bdquo;магистър&amp;rdquo; дипломирането на студентите става с разработване и защита на дипломна работа, за което са предвидени 15 кредита и 375 часа извънаудиторна заетост. За да разработят и защитят &lt;b&gt;дипломна работа&lt;/b&gt;, студентите трябва да изпълнят определени изисквания и определена процедура.&lt;/p&gt;
&lt;ol start=&quot;1&quot;&gt;
&lt;li&gt;Провеждане на групова &lt;b&gt;консултация&lt;/b&gt; от ръководителя на катедрата за разясняване на условията, процедурата и графика за разработване и защита на дипломна работа.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Срок: края на І-ви семестър за магистри със срок на обучение 2 семестъра и&lt;/p&gt;
&lt;p&gt;края на ІІ-ри семестър за магистри със срок на обучение 3 семестъра&lt;/p&gt;
&lt;ol start=&quot;2&quot;&gt;
&lt;li&gt;Студентът избира подходяща за разработване и принадлежаща към логистичната проблематика &lt;b&gt;тема&lt;/b&gt; на дипломната работа. Темата може да бъде избрана от &lt;i&gt;списъка на примерните теми&lt;/i&gt;, тяхна конкретизация или модификация или да бъде предложена от студента. Изборът на темата трябва да дефинира проблем в определена фирма или организация, който в процеса на работата се конкретизира.&lt;/li&gt;
&lt;li&gt;При избора на темата студентът се консултира с преподавател от катедрата, с който обсъждат актуалността на темата, уточняват темата и евентуалния &lt;b&gt;научен&lt;/b&gt; &lt;b&gt;ръководител&lt;/b&gt;.&lt;/li&gt;
&lt;li&gt;На основата на проведените консултации студентът разработва &lt;b&gt;анотация&lt;/b&gt; на дипломната работа, която включва:&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; -заглавие /тема/;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; -обект, цел, обхват, ограничения при работата;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; -съдържание на теоретичната част;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; -методика на изследването на обекта;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; -очаквани резултати;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; -списък на проучената литература.&lt;/p&gt;
&lt;ol start=&quot;5&quot;&gt;
&lt;li&gt;Студентът съгласува анотацията на дипломната работа с преподавател от катедрата. На заседание на катедрата се взима решение кой да бъде научен ръководител на съответния дипломант.&lt;/li&gt;
&lt;li&gt;Студентът подава &lt;b&gt;заявление&lt;/b&gt; до ръководителя на катедрата за утвърждаване на темата, към която се прилага и анотацията. Заявлението (саморъчно подписано и сканирано) заедно с анотацията се подават &lt;strong&gt;само по електронен път&lt;/strong&gt; на следния e-mail адрес:&amp;nbsp;&lt;strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;span style=&quot;color: black; font-family: Calibri,sans-serif,serif,EmojiFont;&quot;&gt; &lt;a href=&quot;mailto:mirar@unwe.bg&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot; data-auth=&quot;NotApplicable&quot;&gt;egabrovska@unwe.bg&lt;/a&gt;&lt;/span&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/strong&gt;
&lt;p&gt;&lt;span style=&quot;color: black; font-family: Calibri,sans-serif,serif,EmojiFont;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;strong&gt;Срокове:&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&lt;strong&gt;До 10 март&lt;/strong&gt; &amp;ndash; за редовна сесия през &lt;span style=&quot;text-decoration: underline;&quot;&gt;м. юни или м. юли;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;До 10 април&lt;/strong&gt; &amp;ndash; за поправителна сесия през &lt;span style=&quot;text-decoration: underline;&quot;&gt;м. октомври или м. ноември;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;До 05 декември&lt;/strong&gt; &amp;ndash; за поправителна сесия през &lt;span style=&quot;text-decoration: underline;&quot;&gt;м. март на следващата календарна година.&lt;/span&gt;&lt;/p&gt;
&lt;ol start=&quot;7&quot;&gt;
&lt;li&gt;Катедрата на свое заседание определя и &lt;b&gt;утвърждава&lt;/b&gt; темата и научния ръководител на всеки дипломант.&lt;/li&gt;
&lt;li&gt;Дипломантът &lt;b&gt;разработва&lt;/b&gt; дипломната работа съобразно изискванията, като се консултира с научния ръководител.&lt;a href=&quot;#_ftn1&quot; title=&quot;&quot;&gt;&lt;sup&gt;&lt;sup&gt;[1]&lt;/sup&gt;&lt;/sup&gt;&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;
&lt;div data-olk-copy-source=&quot;MessageBody&quot;&gt;Всички дипломни работи подлежат на задължителна електронна проверка за оригиналност, съгласно решение на Академичния съвет № 5 от 10.12.2025г. на УНСС и приетите&amp;nbsp;&lt;b&gt;&amp;bdquo;Временни правила за електронна проверка на оригиналността на дипломни работи (магистърски тези)&amp;rdquo;&lt;/b&gt;. Проверката се извършва от студента &amp;ndash; автор на дипломната работа, след одобрение на завършената разработка от научния ръководител, чрез електронната система на УНСС, като към заявлението се прилага дипломната работа в Word и/или PDF формат:&lt;br&gt;&lt;b&gt;&lt;a data-auth=&quot;NotApplicable&quot; rel=&quot;noopener noreferrer&quot; target=&quot;_blank&quot; href=&quot;https://forms.office.com/e/auj8iGPsR4?origin=lprLink&quot; data-linkindex=&quot;0&quot; title=&quot;https://forms.office.com/e/auj8iGPsR4?origin=lprLink&quot;&gt;https://forms.office.com/e/auj8iGPsR4?origin=lprLink&lt;/a&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;&lt;span data-olk-copy-source=&quot;MessageBody&quot;&gt;Необходимо&amp;nbsp;&lt;/span&gt;е процедурата по проверка да бъде инициирана&amp;nbsp;&lt;strong&gt;най-малко&amp;nbsp;10&amp;nbsp;работни дни&lt;/strong&gt;&amp;nbsp;преди&amp;nbsp;началото на&amp;nbsp;официалния срок за предаване на дипломната работа, обявен от катедрата.&lt;/div&gt;
&lt;div&gt;След извършване на проверката, докладът за оригиналност се изпраща по служебната електронна поща на студента и научния ръководител. Въз основа на резултатите научният ръководител взема решение за допускане на студента до защита.&lt;/div&gt;
&lt;div&gt;Подробна информация е публикувана на:&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;Временни правила за електронна проверка на оригиналността&lt;/b&gt;: &lt;a href=&quot;https://www.unwe.bg/Uploads/Library/Documents/library_c4190_%D0%92%D1%80%D0%B5%D0%BC%D0%B5%D0%BD%D0%BD%D0%B8%20%D0%BF%D1%80%D0%B0%D0%B2%D0%B8%D0%BB%D0%B0%20%D0%B7%D0%B0%20%D0%B5%D0%BB%D0%B5%D0%BA%D1%82%D1%80%D0%BE%D0%BD%D0%BD%D0%B0%20%D0%BF%D1%80%D0%BE%D0%B2%D0%B5%D1%80%D0%BA%D0%B0.pdf&quot;&gt;тук&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;
&lt;div role=&quot;presentation&quot;&gt;&lt;b&gt;Университетска библиотека на УНСС &amp;ndash; проверка за оригиналност&lt;/b&gt;: &lt;a href=&quot;https://www.unwe.bg/library/bg/pages/20650/%D0%B5%D0%BB%D0%B5%D0%BA%D1%82%D1%80%D0%BE%D0%BD%D0%BD%D0%B0-%D0%BF%D1%80%D0%BE%D0%B2%D0%B5%D1%80%D0%BA%D0%B0-%D0%BD%D0%B0-%D0%BE%D1%80%D0%B8%D0%B3%D0%B8%D0%BD%D0%B0%D0%BB%D0%BD%D0%BE%D1%81%D1%82%D1%82%D0%B0-%D0%BD%D0%B0-%D0%B0%D0%BA%D0%B0%D0%B4%D0%B5%D0%BC%D0%B8%D1%87%D0%BD%D0%BE%D1%82%D0%BE-%D1%82%D0%B2%D0%BE%D1%80%D1%87%D0%B5%D1%81%D1%82%D0%B2%D0%BE.html&quot;&gt;тук&lt;/a&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;Дипломантът &lt;b&gt;предава&lt;/b&gt; 2 екземпляра от дипломната работа в катедрата, подписани от научния ръководител, и електронен вариант и подава заявление в Дирекция &amp;bdquo;Магистърска степен&amp;rdquo;.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Срок: две седмици преди датата за защита.&lt;/p&gt;
&lt;p&gt;Провежда се заседание на КС, на което научният ръководител докладва дали дипломантът е работил самостоятелно и дали е изпълнил указанията и се определя &lt;b&gt;рецензент&lt;/b&gt;.&lt;/p&gt;
&lt;p&gt;Срок: в седмицата след предаване на дипломните работи в катедрата&lt;/p&gt;
&lt;ol start=&quot;11&quot;&gt;
&lt;li&gt;Провежда се заседание на КС, на което определените рецензенти докладват за &lt;b&gt;допускането&lt;/b&gt; или &lt;b&gt;недопускането&lt;/b&gt; до защита на дипломантите, като окончателно решение взема КС. Недопуснатите до защита дипломанти се явяват на следващи сесии.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Срок: една седмица преди датата за защита.&lt;/p&gt;
&lt;ol start=&quot;12&quot;&gt;
&lt;li&gt;Рецензентът представя писмена &lt;b&gt;рецензия на дипломните работи, допуснати до защита&lt;/b&gt;, съобразно изискванията&lt;a href=&quot;#_ftn2&quot; title=&quot;&quot;&gt;&lt;sup&gt;&lt;sup&gt;[2]&lt;/sup&gt;&lt;/sup&gt;&lt;/a&gt;.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Срок: не по-късно от три дни преди датата за защита.&lt;/p&gt;
&lt;p&gt;13. Защитата на дипломни работи &lt;b&gt;започва&lt;/b&gt; на предварително определената дата и час в предварително осигурена зала с мултимедия. Защитата е публична и се осигурява възможност за присъствие на други студенти, преподаватели, както и външни за УНСС лица.&lt;/p&gt;
&lt;p&gt;14. Защитата се извършва пред Държавна комисия. Съставът на комисията се състои от най-малко трима хабилитирани преподаватели и се определя по предложение на Ръководител катедра със Заповед на Зам.-ректора по обучението в ОКС &amp;bdquo;магистър&amp;rdquo;. Председателят на комисията е хабилитиран преподавател на основен трудов договор в УНСС. По изключение в състава на комисията могат да участват и нехабилитирани преподаватели с образователна и научна степен &amp;bdquo;доктор&amp;rdquo;. Членовете на комисията проверяват самоличността на дипломантите по личната им карта, както и дали са вписани в протокола за защита на дипломни работи.&lt;/p&gt;
&lt;ol start=&quot;15&quot;&gt;
&lt;li&gt;Защитата на всеки дипломант трае около 20-25 мин. и включва:&lt;/li&gt;
&lt;/ol&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;експозе&lt;/b&gt; на дипломанта с основните резултати от извършеното изследване в рамките на 10 мин;&lt;/li&gt;
&lt;li&gt;прочитане на &lt;b&gt;рецензията &lt;/b&gt;от член на комисията;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;отговор&lt;/b&gt; на студента по въпроси от рецензията и от поставените му въпроси по време на защитата.&lt;/li&gt;
&lt;/ul&gt;
&lt;ol start=&quot;16&quot;&gt;
&lt;li&gt;След приключване на защитата комисията на закрито заседание определя &lt;b&gt;крайната оценка,&lt;/b&gt; която е резултат от оценките: на научния ръководител, на рецензента и от защитата, като и трите оценки имат еднаква тежест (&amp;asymp;33,33%).&lt;a href=&quot;#_ftn3&quot; title=&quot;&quot;&gt;&lt;sup&gt;&lt;sup&gt;[3]&lt;/sup&gt;&lt;/sup&gt;&lt;/a&gt; Оценките се нанасят в студентските книжки и протоколите, които се подписват от председателя на изпитната комисия.&lt;/li&gt;
&lt;li&gt;Студентските книжки на дипломантите се връчват в деня на провеждането на защитата на дипломните работи, като се прави обобщение на резултатите от защитата на дипломните работи.&lt;/li&gt;
&lt;li&gt;Оценките от протокола се нанасят в &lt;b&gt;Главната книга&lt;/b&gt; от председателя на изпитната комисия в предвидения във вътрешните нормативни документи на УНСС срок.&lt;/li&gt;
&lt;li&gt;На следващото заседание на КС се обсъждат постигнатите от дипломантите резултати и евентуално възникналите проблемни ситуации при разработването и защитата на дипломните работи с оглед разкриването на възможности за усъвършенстване на процеса на дипломиране.&lt;/li&gt;
&lt;li&gt;Дипломните работи и рецензиите се съхраняват за период от три години, като катедрата ограничава свободния достъп до разработките и гарантира защитата на интелектуалната собственост върху тях.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Правилата и процедурата за разработване и защита на дипломна работа на студентите от специалностите &amp;bdquo;Бизнес логистика и вериги на доставките&amp;ldquo; и &amp;bdquo;Управление на веригата на доставките&amp;ldquo; за придобиване на образователно-квалификационна степен &amp;bdquo;магистър&amp;ldquo; са приети на заседание на катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; на 23.10.2018 г. (протокол № 2) и актуализирани на 12.01.2026 г. (Протокол № 6).&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;table cellspacing=&quot;0&quot; cellpadding=&quot;0&quot; border=&quot;0&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td width=&quot;170&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;right&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;246&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;170&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;right&quot;&gt;Ръководител катедра:&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;246&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;170&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;right&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;246&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;(доц, д-р Николай Драгомиров)&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div&gt;&lt;br clear=&quot;all&quot;&gt;&lt;hr width=&quot;33%&quot; size=&quot;1&quot; align=&quot;left&quot;&gt;
&lt;div&gt;
&lt;p&gt;&lt;a href=&quot;#_ftnref1&quot; title=&quot;&quot;&gt;[1]&lt;/a&gt; &lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;Забележка&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;: &lt;/span&gt;Изискванията за съдържанието, структурата и оформянето на дипломната работа са дадени в &lt;i&gt;Указанията за разработване и защита на дипломни работи за студентите от специалностите &amp;bdquo;Бизнес логистика и вериги на доставките&amp;rdquo; и &amp;bdquo;Управление на веригата на доставките&amp;ldquo;.&lt;/i&gt; Дипломната работа за магистър трябва да бъде с конкретна практическа насоченост, като изследването се извършва във фирми или организации от различни отрасли и сфери.&lt;/p&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;p&gt;&lt;a href=&quot;#_ftnref2&quot; title=&quot;&quot;&gt;[2]&lt;/a&gt; &lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;Забележка&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;:&lt;/span&gt; Изискванията за съдържанието и формата на рецензиите са дадени в &lt;i&gt;Указанията за разработване на рецензии&amp;nbsp; на дипломни работи за студентите от специалностите &amp;bdquo;Бизнес логистика и вериги на доставките&amp;rdquo; и &amp;bdquo;Управление на веригата на доставките&amp;ldquo;.&lt;/i&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;p&gt;&lt;a href=&quot;#_ftnref3&quot; title=&quot;&quot;&gt;[3]&lt;/a&gt; &lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;Забележка&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;: &lt;/span&gt;Изискванията за оценката на защитата на дипломни работи са дадени в &lt;i&gt;Указанията за разработване и защита на дипломни работи за студентите от специалностите &amp;bdquo;Бизнес логистика и вериги на доставките&amp;rdquo; и &amp;bdquo;Управление на веригата на доставките&amp;ldquo;, стр. 22.&lt;/i&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/p&gt;
&lt;div&gt;
&lt;div&gt;
&lt;p&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 23 Jan 2026 07:24:08 GMT</pubDate>
    </item>
    <item>
      <title>Указания за разработване на дипломна работа за специалностите “Бизнес логистика и вериги на доставките” и &quot;Управление на веригата на доставките&quot;</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/7060/from-rss.html</link>
      <description>&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Съгласно действащия ЗВО и учебния план на специалностите &amp;bdquo;Бизнес логистика и вериги на доставките&amp;rdquo; и &amp;bdquo;Управление на веригата на доставките&amp;ldquo; за образователно-квалификационна степен магистър дипломирането на студентите става с разработване и защита на дипломна работа.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;За да се пристъпи към изработването на дипломна работа, студентът трябва да е избрал и осъществил връзка с подходяща фирма и да е получил съгласие за използване на нейната документация. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Базата данни, които са му необходими, се набавят, чрез:&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;ndash;&lt;/span&gt;&amp;nbsp;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;интервю с ръководния персонал и редови служители;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;ndash;&lt;/span&gt;&amp;nbsp;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;наблюдение на бизнес средата;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;ndash;&lt;/span&gt;&amp;nbsp;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;запознаване с дейността на различни организационни звена, осъществяващи логистични дейности;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;ndash;&lt;/span&gt;&amp;nbsp;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;използване на фирмената документация и др.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;При разработването и защитата на дипломна работа, студентите трябва да изпълнят определени изисквания и процедура &lt;/span&gt;&lt;a title=&quot;&quot; href=&quot;file:///C:/Users/Kamen%20Lukanov/Downloads/Ukazania%20Diplomna%20rabota_New.doc#_ftn1&quot;&gt;[1]&lt;/a&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Разработването на дипломна работа е научно-изследователски процес, в чието начало е изборът на тема. Изборът на тема протича през следните етапи:&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;а/ събиране, класифициране и анализиране на литературата по изследвания проблем. В този период дипломантът се консултира непрекъснато с научния си ръководител, посещава библиотеки и научни институти и си изяснява работни понятия и формулировки, които по-нататък ще използва в дипломната работа. На този етап се определя работното заглавие на дипломната работа.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;б/ постепенно, с помощта на научния си ръководител дипломантът конструира общата структура на изложението, която е подчинена предимно на съдържателни и логически критерии. В процеса на работата тази първоначална структура се доразвива и прецизира, като е възможно да се измени изцяло, при положение, че резултатите и характерът на изследването изискват това. От съществено значение на този етап е правилното определяне на обекта и обхвата на изследването, изясняване на възможностите за набиране на&lt;/span&gt;&lt;i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt; &lt;/span&gt;&lt;/i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;необходимата информация и т.н. Така лесно се очертават отделните части /глави/, както и съдържанието на всята една от тях. Препоръчително е да не се започва с увода, а от онези места, за които дипломантът е сигурен, че резултатите са достатъчно убедителни. Така постепенно могат да се напишат отделните части на дипломната работа и да се стигне до първия вариант на дипломната работа. Добре е да се завърши този вариант, независимо от слабостите, тъй като в обратния случай винаги ще се налага да се започва отново и отново.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;в/&lt;/span&gt;&lt;i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt; &lt;/span&gt;&lt;/i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;преработването на първия вариант поставя по-високи изисквания към автора. &lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Освен единството в терминологията и общия научен стил на изложението, основното внимание тук е насочено към езиковото и стилно подобряване на ръкописа, към точната употреба на понятия, формулировки, към стегнатост на изложението. Определя се окончателното заглавие на дипломната работа.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;г/ почти винаги се налага след преработването на ръкописа да се направят различни допълнения, свързани най-често с уточнявания на понятийния апарат на наименования, библиографски данни и съставяне на списък на използваната литература, на различни допълнения и приложения към основния текст. Когато това се направи може да се пристъпи към окончателното написване на дипломната работа.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;1. Структура на дипломната работа&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Посочените по-горе етапи дават представа за общия ход на дейността по разработването на дипломната работа. Съдържанието на тази работа се определя в решаваща степен от нейната структура.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Обикновено дипломната работа се състои от три части &amp;ndash; теоретична, изследване на конкретен обект и проектна част.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Като изхождаме от предназначението и характера на дипломната работа, препоръчваме следната структура и подреждане: тема, съдържание, увод, теоретико-методическа част (постановка на проблема, критичен литературен обзор, цел, научни въпроси и хипотези, методика на изследването), аналитична част ( изследване на обекта, оценка и изводи), проектна част (насоки за усъвършенстване организацията и управлението на изследвания обект или дейност), заключение, литература и приложения.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;1.1. Тема&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Темата на дипломната работа трябва да бъде ясна, точна и конкретна, да насочва читателя към същността на изследвания проблем. &lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;1.2. Съдържание&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Тъй като дипломната работа има научно-изследователски характер, целесъобразно е съдържанието да бъде изведено в началото, за да могат читателите да се ориентират в структурата на изложението и на тази основа да възприемат по-нататък отделните раздели на дипломната работа в единство. Всички важни и съществени раздели от дипломната работа трябва да бъдат отразени в съдържанието. За да не се получи претрупване, в него не се включват подразделите. Както в съдържанието, така и в дипломната работа е добре да се съчетава използването на традиционната и десетичната система за обозначаване. Дипломната работа се структурира на глави, параграфи и точки. &lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;1.З. Увод&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;В увода се посочва актуалността на изследвания в дипломната работа проблем.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Дават се и:&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- обекта на изследване;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- целта на разработването на дипломната работа;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- чрез решаването на какви задачи се постига целта; &lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- методи на изследване;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- &lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;ограниченията, които са наложени при разработването на дипломната работа (информационни, методически, организационни и др.)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;1.4. Теоретико-методическа част&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;В нея се поставят за обсъждане проблематиката, която се изследва. На основите на публикации и нормативни документи, авторът прави връзка с проблемите на собственото си изследване. Най-важното, което трябва се има предвид, се отнася до необходимостта от задълбочен анализ на литературните източници и нормативни актове, оценка на позициите на отделните автори и нормативни постановки, излагането и обосновка на личното мнение. Литературният обзор не бива да се превръща в каталог от преразказани мисли, а да се проследи развитието на проблематиката, да се изложат противоречиви становища по въпроса, да се защити и аргументира собствената позиция.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;На тази основа се извеждат на преден план нерешените въпроси от теоретически и практически аспект, като се обръща особено внимание на онези от тях, които дипломантът възнамерява да реши или най-малкото да допринесе за тяхното решаване. Във връзка с това трябва да се обоснове необходимостта от изследване и решаване на въпроси от научно-теоретично, обществено-политическа и практическа гледна точка.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;След като дипломантът изложи проблемите, въпросите и хипотезите, които ще се изследват с оглед поставената цел, е необходимо да се опише методиката, по която ще се проведе изследването. Описанието на методиката трябва да бъде толкова точно и пълно, че друг изследовател да бъде в състояние да повтори изследването по същия начин и да получи същите резултати. &lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;1.5. Аналитична част&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;В началото на тази част се прави кратко технико-икономическо описание на изследвания обект, проследява се еволюцията на неговото развитие, уточнява се периода на изследване. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;За да може да бъде разработена тази част, следва да се разполага с подходящи данни за дейността на фирмата, обект на анализа. Данните трябва да бъдат съобразени с нуждите на разработената методология и да позволяват прилагането й.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;След това се пристъпва към същинската част на изследването, като се описва количествено и качествено обекта таблично, графично, с помощта на статистически величини, а след това се прави техния анализ и интерпретация. В резултат на анализа се очертават основните проблеми и тенденции, извеждат се някои закономерности и се правят съответните изводи за обхвата, структурата и динамиката на изследвания обект или процес, както и за връзките и зависимостите между отделните процеси и дейности.&lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt; &lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Методиката, която се използва при аналитичната работа следва да бъде същата като тази, разгледана в първата част на дипломната работа. Тя следва да бъде основана на представената теоретична проблематика и да насочва анализа към разрешаването на конкретните проблеми. Данните могат да се обработват с помощта на Excel или SPSS.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;1.6. Проектна част&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Основните изводи, направени както в теоретичен, така и в практически аспект, в резултат на работата с литературните източници и на количествения и качествен анализ на факти, документи, показатели, явления и процеси, са основа за разработването на насоки за усъвършенстване на организацията и управлението на изследвания обект или дейност. Насоките могат да имат тезисен, методичен /практически/ или организационен характер. Във всички случаи обаче те трябва да бъдат добре мотивирани и да изразяват собствената позиция на дипломанта.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;1.7. Заключение&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Дипломната работа трябва да завърши със заключение, като в рамките на една-две страници се представят най-важните резултати от изследването, възможностите за приложение на направените препоръки и нерешени въпроси, над които ще се работи в&lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt; &lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;бъдеще.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;1.8. Приложения и литература&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;По принцип в приложенията трябва да се дават само онези материали, данни, таблици, графики и др., които служат като допълнение или илюстрация на съжденията и са абсолютно необходими за пълното и всестранно разбиране на изложението. Достатъчно ще бъде да се приложи един формуляр от анкетна карта, една обобщена таблица, справка или форма. За да се намират бързо и лесно, отделните приложения трябва да се номерират последователно. Всяко приложение, таблица, графика и т.н. трябва да имат заглавие.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Литературните източници, които автора е използвал и цитирал при разработката на дипломната работа &amp;ndash; книги, статии, дисертации, монографии и др., се посочват под линията на същата страница (функция на Word: References &amp;ndash; Insert footnote) или като се изготвя една обща библиография накрая (функция на Word: References &amp;ndash; Insert endnote). Среща се и една трета форма, при която пак се изготвя цялостен списък на използваната литература, но при ползването или цитирането в текста се посочва името на автора, годината на изследването и съответната страница. Коя от тези три възможности ще избере дипломантът, зависи от характера на неговата дипломна работа, а също и от неговия индивидуален естетически вкус. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Основната литература се класифицира по азбучен ред на имената (фамилиите) на авторите, като първо се подреждат българските издания, след това чуждестранните и накрая интернет източниците, ако има такива. Когато са използвани нормативни и законови документи се описва годината на издаване в държавен вестник. &lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;i&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;1.9.&amp;nbsp;Допълнителни изисквания към оформлението на дипломната работа:&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Формат на дипломната работа:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;-&lt;/span&gt;&amp;nbsp;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Размер на шрифта &amp;ndash; 12 (Font size 12 pt)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;-&lt;/span&gt;&amp;nbsp;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Текстът трябва да е подравнен и от двете страни (Justified text)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;-&lt;/span&gt;&amp;nbsp;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Разстояние между редовете 1,5&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;-&lt;/span&gt;&amp;nbsp;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Страниците се оформят с полета: ляво 25 мм; дясно 15 мм; горе 25 мм; долу 20 мм.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;-&lt;/span&gt;&amp;nbsp;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Страниците се номерират с арабски цифри.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Цитиране:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Цитирането на различните автори се прави в самия текст. То да бъде коректно, с посочени елементи, които да определят:&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;-&lt;/span&gt;&amp;nbsp;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Име на автора &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;-&lt;/span&gt;&amp;nbsp;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Заглавие на публикацията&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;-&lt;/span&gt;&amp;nbsp;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Място на публикацията&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;-&lt;/span&gt;&amp;nbsp;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Издателство&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;-&lt;/span&gt;&amp;nbsp;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Година на издаване&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Прилагат се няколко варианта за посочване на източника. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;При първия основните елементи, определени по-горе се отбелязват на страницата, на която се намира и съответния цитат &amp;ndash; бележка под линия (Footnote). &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Като втора възможност е използването на средни скоби ([ ]) и отбелязването в тях на номера, под който е отбелязан източникът в списъка на използваната в разработката литература. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Третия вариант е в средните скоби да бъдат посочени елементите за определяне източника на цитирането.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Като излага свободно чужди мисли от определени литературни източници, авторът подкрепя или доказва своя тези, или прави паралел с други теоретични постулати. В този случай индексът следва да се постави след името на преразказания автор, или след последната дума на преразказаната мисъл, без да се поставят кавички. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Чуждестранни автори и заглавия се цитират на езика на оригинала. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Различни са техническите изисквания към изписване имената на авторите в зависимост от техния брой. Когато публикациите имат един автор, той се цитира като се изписва първо фамилията, а след това съкращенията на личното му и бащино име. При двама или трима автори, се изписват по аналогичен начин имената на първия от тях, а на втория и (или) третия, се изписват първо съкратени личното и бащино име, след които се посочва фамилията на всеки. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;За цитираните публикации, написани от колектив, състоящ се от повече от трима автори, се изписва фамилията и съкратените лично и бащино име на първия от тях, а за останалите се допълва &amp;ldquo;и др.&amp;rdquo; без да се изреждат имената им. &lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Термини и абревиатури&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Термините, които се използват при разработването на дипломната работа следва да бъдат коректно и еднозначно определени, с цел да не бъдат допускани двусмислици. При използването на абревиатури следва първо да бъде написано цялото название, като в скоби бъде посочена и неговата абревиатура, която ще бъде използвана по нататък в дипломната работа.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;2. Научен ръководител&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Научното ръководство на дипломанта се осъществява от определен за всеки дипломант научен ръководител.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Научният ръководител:&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;2.1. Помага на дипломанта при окончателното формиране на темата на дипломната работа.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;2.2. Преглежда и утвърждава плана за написване на дипломната&lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt; работа;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;2.3. Дава консултации на дипломанта за литературата по изследваната област, по отделните проблеми, подпомага същия в научната интерпретация на даден проблем чрез указания и съвети без да извършва пряка работа по написване на части от темата;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;2.4. Насочва дипломанта към фирми, където да бъдат извършени научните изследвания;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;2.5. Упражнява контрол върху дейността на дипломанта в процеса на разработване на дипломната робота;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;2.6. Научният ръководител оценява дипломанта от гледна точка на: самостоятелност, добросъвестност, акуратност.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;3. Изисквания към рецензиите на дипломната работа&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Рецензията на дипломната работа трябва да съдържа ясни отговори на следните въпроси:&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;3.1. Правилно ли е избрана и формулирана темата на дипломната работа от гледна точка на:&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- принадлежност към логистичната проблематика;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- теоретична и практическа значимост на проблема;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- представителност на обекта на изследване.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;3.2. Ясно ли е формулирана целта и задачите и логично ли е структурирана дипломната работа.&lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;3.3. Правилни ли са и в достатъчна степен задълбочени и обосновани теоретичните и методическите постановки от гледна точка на:&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- широчина и дълбочина на използваната литература;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- критичен анализ на теорията и излагане на обосновани &lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;собствени виждания.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;3.4. Какво е качеството на проведения анализ и направените &lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;предложения по отношение:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- познаване на обекта на изследване;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- събирането и обработването на необходимата информация;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- качество и конкретност на методите на анализ;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- логичност, обоснованост и задълбоченост на изводите и &lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;предложенията;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- фактически и логически грешки.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;3.5. Добросъвестно и самостоятелно ли е проведено изследването:&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- има ли измама (преписване, фалшива информация и др.);&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- цитирани ли са коректно литературните и информационни &lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;източници.&lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;3.6. Какви са езикът, стилът и оформянето на дипломната работа:&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- яснота на езика и стила;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- правилно оформяне на таблици, схеми, диаграми, приложения, списък на литература.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;3.7. В каква степен са постигнати целта и задачите на дипломната работа:&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- кои са основните положителни /приносни/ моменти;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 60px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- кои са&lt;/span&gt;&lt;i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt; &lt;/span&gt;&lt;/i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;основните недостатъци и въпроси на защитата. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;3.8. Цялостна оценка на дипломната работа с предложение за допускане /недопускане/ до защита.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;ВАРИАНТИ&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;за характера на дипломната работа&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Дипломната работа може да бъде написана и представена във вид на:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;1. Научно-приложна разработка по логистични проблеми на фирмено, отраслово, национално или международно равнище.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;2. Теоритико-методична разработка в областта на логистиката.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;3. Учебно-методични материали като:&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- казуси;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- делови игри;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;- други.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;ТЕМАТИЧНИ ОБЛАСТИ И ПРИМЕРНИ ТЕМИ&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;ЗА ДИПЛОМНА РАБОТА ПО СПЕЦИАЛНОСТИТЕ &amp;ldquo;БИЗНЕС ЛОГИСТИКА И ВЕРИГИ НА ДОСТАВКИТЕ&amp;rdquo; И &amp;bdquo;УПРАВЛЕНИЕ НА ВЕРИГАТА НА ДОСТАВКИТЕ&amp;ldquo;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;I. Област: ОБЩОСИСТЕМНИ ТЕМИ НА ЛОГИСТИКАТА&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;И УПРАВЛЕНИЕ НА ВЕРИГАТА НА ДОСТАВКИТЕ&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;1. Степен на интегрираност на управлението на логистичните дейности във фирмата и възможности за нейното повишаване.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;2. Степен на интегрираност на управлението на веригата на доставките и възможности за нейното повишаване.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;3. Възможности за развитие на логистичните дейности.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;4. Възможности за усъвършенстване на управлението на материалните потоци във веригата на доставките.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;5. Информационни системи и технологии в логистиката.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;6. Възможности за усъвършенстване на управлението на информационните потоци във веригата на доставките.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;7. Тенденции в развитието на логистичните разходи и насоки на тяхното намаляване.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;8. Равнище на обслужване на клиентите и възможности за неговото повишаване.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;9. Конфликтни области при управлението на логистичните дейности и пътища за тяхното преодоляване.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;10. Логистика/ управление на веригата на доставките в сферата на услугите (банки, болнични заведения, търговски предприятия и др.).&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;11. Развитие и роля на фирмите с логистични услуги.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;12. Организация и&lt;/span&gt;&lt;i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt; &lt;/span&gt;&lt;/i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;проектиране на логистични системи.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;13. Международна логистика.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;14. Глобални вериги на доставките&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;II. Област: ЛОГИСТИЧЕН ПОДХОД ПРИ УПРАВЛЕНИЕ НА СНАБДЯВАНЕТО&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;1. Стратегия на снабдяване на фирмата.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;2. Избор на доставчици.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;3. Възможности за прилагане на концепцията &amp;ldquo;точно време&amp;rdquo; във взаимоотношенията на фирмата с нейните доставчици.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;4. Политика на запасяване на фирмата със суровини, материални компоненти и др.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;5. Възможност за рационализиране на запасите от суровини, материални компоненти и др.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;6. Политика на фирмата по отношение на създаване на собствено производство на компоненти или закупуването им от външни доставчици.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;7. Управление на входящия материален поток във фирмата.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;8. Проблеми на качеството в областта на снабдяването и подходи за неговото повишаване &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;9. Политика на поръчване и взаимоотношения в процеса на снабдяването&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;10. Методи за определяне на потребностите от материали във фирмата&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;III. Област: ЛОГИСТИЧЕН ПОДХОД ПРИ УПРАВЛЕНИЕТО НА ПРОИЗВОДСТВОТО&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;1. Оптимизиране на материалния поток между производствените звена на фирмата.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;2. Разработване на планове и графици за производството на фирмата.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;3. Разкриване на потенциали за съкращаване на производствения цикъл.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;4. Усъвършенстване на методите за управление на производствения капацитет на фирмата и влияние върху логистичните дейности.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;5. Възможности за изграждане на гъвкаво автоматизирано производство във фирмата и влияние върху логистичните дейности.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;6. Предпоставки за реализиране на концепцията &amp;ldquo;точно време&amp;rdquo; при управлението на производството на фирмата.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;7. Възможности за намаляване на запасите от незавършено производство във фирмата.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;8. Управление на вътрешно заводски транспорт&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;9. Информационна система за управление на материалния поток в производството&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;10. Управление на качеството на производствените процеси във фирмата и влияние върху логистичните дейности&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;11. Използване на материалните ресурси във фирмата&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;IV. Област: ЛОГИСТИЧЕН ПОДХОД ПРИ УПРАВЛЕНИЕ НА ДИСТРИБУЦИЯТА&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;1. Дистрибуционна система на фирмата&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;2. Канали за дистрибуция на фирмата&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;3. Политика на фирмата по отношение на запасите от готова продукция&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;4. Оптимизиране на логистичните разходи в дистрибуционната система на фирмата&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;5. Решенията за поддържане на собствени складове или наемането на складови обекти и влиянието им върху логистичните дейности &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;6. Решения за броя и местоположението на складовете и влиянието им върху логистичните дейности&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;7. Насоки за управление на транспортния парк на фирмата&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;8. Изследване на транспортните разходи на фирмата при дистрибуцията на стоките и пътища за тяхното намаляване&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;9. Зависимост между равнището на обслужване на клиентите, запасите и транспорта&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;10. Взаимосвързано управление на дистрибуцията и производството &amp;ndash; планиране на ресурсите на реализация&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;11. Политика на фирмата за изпълнение на поръчките на клиентите&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;12. Политика на фирмата за опаковките на стоките&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;13. Особености на управлението на дистрибуционната система на фирмата като звено в международната верига&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;ЗАБЕЛЕЖКА&lt;/span&gt;&lt;/i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;: Студентите могат да предложат и други теми и области.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Оценяването на дипломните работи е комплексно. Крайната оценка е резултат от оценките: на научния ръководител, на рецензента и от защитата, като и трите оценки имат еднаква тежест (&amp;asymp;33,33%).&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;Докато оценката на научни ръководител се отнася до цялостната работа на дипломанта, останалите две оценки &lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;(&lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;оценката на рецензента и оценката от защитата на дипломната работа&lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;)&lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt; се базират на представените по-долу критерии:&lt;/span&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;КРИТЕРИИ ЗА ОЦЕНКА И ЗАЩИТА НА ДИПЛОМНИТЕ РАБОТИ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
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&lt;h1 align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: small;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;А. Рецензия на дипломната работа&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/h1&gt;
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&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: small;&quot;&gt;&lt;b&gt;Оценка по шестобалната система &lt;/b&gt;&lt;a title=&quot;&quot; href=&quot;file:///C:/Users/Kamen%20Lukanov/Downloads/Ukazania%20Diplomna%20rabota_New.doc#_ftn2&quot;&gt;[2]&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;
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&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: small;&quot;&gt;&lt;b&gt;Коефициент &lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: small;&quot;&gt;&lt;b&gt;в %&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
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&lt;p align=&quot;left&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;1. Уводна част на дипломната работа&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
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&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
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&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;10&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
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&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: x-small;&quot;&gt;уместност на избраната тема от гледна точка на:&lt;/span&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: x-small;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: x-small;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: x-small;&quot;&gt; принадлежност към логистичната проблематика; теоретична и практическа значимост на проблема;&lt;/span&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: x-small;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: x-small;&quot;&gt; представителност на обекта на изследване;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: x-small;&quot;&gt;дефиниране на обекта, предмета, целите и задачите на изследването;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: x-small;&quot;&gt;практическа значимост на формулираните цел (цели) и изследователска задача (задачи);&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: x-small;&quot;&gt;коректност на формулираните изследователски въпрос (теза) и хипотезата/ хипотезите;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;посочване и обоснованост на ограниченията към поставения проблем.&lt;br&gt;&lt;/span&gt;&lt;/li&gt;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;
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&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
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&lt;p align=&quot;left&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;2. Теоретични и методически постановки&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
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&lt;p&gt;&lt;/p&gt;
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&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;25&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
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&lt;td width=&quot;432&quot; valign=&quot;top&quot;&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;степен на съответствие на теоретичните постановки с изследвания проблем и със собственото изследване;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;въведен е и е използван коректно подходящ терминологичен апарат;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;използвани са достатъчно по обем, подходящи и актуални литературни източници;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;критичен анализ на теорията и излагане на обосновани собствени виждания;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif;&quot;&gt;подходящо избрана и ясно представена методика на изследване по отношение на формулираната цел на изследването, задачи и хипотези.&lt;/span&gt;&lt;br&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;td width=&quot;123&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;113&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;432&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;left&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;3. Качество на проведения анализ.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;123&quot; valign=&quot;top&quot;&gt;&lt;/td&gt;
&lt;td width=&quot;113&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;30&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;432&quot; valign=&quot;top&quot;&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;степен на познаване на обекта на изследване;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;степен на съответствие на представените и анализирани данни с изследвания проблем;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;коректност на приложените аналитични методи;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;наличие на изводи и формулировка на разкритите проблеми;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif;&quot;&gt;логичност, обоснованост и задълбоченост на изводите.&lt;/span&gt;&lt;br&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;td width=&quot;123&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;113&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;432&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;left&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;4. Качество на направените предложения &lt;/span&gt;&lt;/b&gt;&lt;a title=&quot;&quot; href=&quot;file:///C:/Users/Kamen%20Lukanov/Downloads/Ukazania%20Diplomna%20rabota_New.doc#_ftn3&quot;&gt;[3]&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;123&quot; valign=&quot;top&quot;&gt;&lt;/td&gt;
&lt;td width=&quot;113&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;25&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;432&quot; valign=&quot;top&quot;&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: x-small;&quot;&gt;логичност, обоснованост и практическа приложимост на предложенията;&lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;обвързаност на предложенията с изводите от анализа.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;td width=&quot;123&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;113&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;432&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;left&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;5. Език, стил и оформяне на дипломната работа&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;123&quot; valign=&quot;top&quot;&gt;&lt;/td&gt;
&lt;td width=&quot;113&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;10&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;432&quot; valign=&quot;top&quot;&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;логично изградена и балансирана структура;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;степен на прегледност на изложението;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;спазени са изискванията за техническо оформление на работата;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;яснота на езика и стила;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;спазени са правилата за правопис и пунктуация на книжовната норма;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;коректност при изготвянето на таблици, схеми, диаграми, приложения;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;отсъствие на фактологически грешки;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: x-small; font-family: arial, helvetica, sans-serif;&quot;&gt;спазени са правилата за цитиране и библиографско описание на използваните литературни източници;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif;&quot;&gt;изследването е самостоятелно, ясно се откроява личният принос на автора в разработката на темата.&lt;/span&gt;&lt;br&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;td width=&quot;123&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;113&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;table style=&quot;width: 670px;&quot; cellspacing=&quot;0&quot; cellpadding=&quot;0&quot; border=&quot;1&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td width=&quot;434&quot; valign=&quot;top&quot;&gt;
&lt;h1 align=&quot;center&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: small;&quot;&gt;&lt;i&gt;&lt;span size=&quot;5&quot;&gt;Б. Защита на дипломната работа&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/h1&gt;
&lt;/td&gt;
&lt;td width=&quot;123&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: small;&quot;&gt;&lt;b&gt;Оценка по шестобалната система&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;114&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: small;&quot;&gt;&lt;b&gt;Коефициент в %&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;434&quot; valign=&quot;top&quot;&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;представяне на дипломната работа (спазване ограничение за време, свободно изложение, нагледни материали, ясно и убедително представяне)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;td width=&quot;123&quot; valign=&quot;top&quot;&gt;&amp;nbsp;&lt;/td&gt;
&lt;td style=&quot;text-align: center;&quot; width=&quot;114&quot; valign=&quot;top&quot;&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;30&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;434&quot; valign=&quot;top&quot;&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;задоволителност на отговорите на въпроси, зададени от рецензента &lt;a title=&quot;&quot; href=&quot;file:///C:/Users/Kamen%20Lukanov/Downloads/Ukazania%20Diplomna%20rabota_New.doc#_ftn4&quot;&gt;[4]&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;td width=&quot;123&quot; valign=&quot;top&quot;&gt;&amp;nbsp;&lt;/td&gt;
&lt;td style=&quot;text-align: center;&quot; width=&quot;114&quot; valign=&quot;top&quot;&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;20&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;434&quot; valign=&quot;top&quot;&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;задоволителност на отговорите на въпроси, зададени от комисията&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;td width=&quot;123&quot; valign=&quot;top&quot;&gt;&amp;nbsp;&lt;/td&gt;
&lt;td style=&quot;text-align: center;&quot; width=&quot;114&quot; valign=&quot;top&quot;&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;50&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot; face=&quot;Times New Roman&quot; size=&quot;5&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
&lt;div&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;span size=&quot;3&quot;&gt;&lt;/span&gt;&lt;span face=&quot;Times New Roman&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br clear=&quot;all&quot;&gt;&lt;hr width=&quot;33%&quot; size=&quot;1&quot; align=&quot;left&quot;&gt;
&lt;div&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;a title=&quot;&quot; href=&quot;file:///C:/Users/Kamen%20Lukanov/Downloads/Ukazania%20Diplomna%20rabota_New.doc#_ftnref1&quot;&gt;[1]&lt;/a&gt; Забележка: виж &amp;bdquo;Правила и процедури за разработване и защита на дипломни работи на студентите от специалностите &amp;bdquo;Бизнес логистика и вериги на доставките&amp;rdquo; и &amp;bdquo;Управление на веригата на доставките&amp;ldquo; за придобиване на образоватлено-квалификационна степен &amp;bdquo;магистър&amp;ldquo;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;a title=&quot;&quot; href=&quot;file:///C:/Users/Kamen%20Lukanov/Downloads/Ukazania%20Diplomna%20rabota_New.doc#_ftnref2&quot;&gt;[2]&lt;/a&gt; За всяка една от частите рецензентът дава в рецензията текстова оценка (отличен, много добър, добър, задоволителен)&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;a title=&quot;&quot; href=&quot;file:///C:/Users/Kamen%20Lukanov/Downloads/Ukazania%20Diplomna%20rabota_New.doc#_ftnref3&quot;&gt;[3]&lt;/a&gt; Рецензентът изброява основните положителни моменти и недостатъци на ДР, както и въпроси за защитата.&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial,helvetica,sans-serif; font-size: x-small;&quot;&gt;&lt;a title=&quot;&quot; href=&quot;file:///C:/Users/Kamen%20Lukanov/Downloads/Ukazania%20Diplomna%20rabota_New.doc#_ftnref4&quot;&gt;[4]&lt;/a&gt; Въпросите, зададени в рецензията.&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;</description>
      <author>УНСС</author>
      <pubDate>Wed, 21 Jan 2026 09:20:22 GMT</pubDate>
    </item>
    <item>
      <title>Програма</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/17438/from-rss.html</link>
      <description>&lt;p&gt;&lt;b&gt;09:30 &amp;ndash; 10:00 &lt;/b&gt;Регистрация&lt;/p&gt;
&lt;p&gt;&lt;b&gt;10:00 &amp;ndash; 10:30 &lt;/b&gt;Откриване на конференцията&lt;/p&gt;
&lt;p&gt;&lt;b&gt;10:30 &amp;ndash; 11:30 &lt;/b&gt;&lt;b&gt;Панел 1: Перспективи и трансформации в логистиката и веригите на доставки &lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;i&gt;Модератор: гл. ас. д-р Лиляна Михова&lt;/i&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;доц. д-р Николай Драгомиров, Ръководител катедра, УНСС&lt;/b&gt; &amp;ndash; Динамика в научните публикации, посветени на устойчивите логистични системи&lt;/li&gt;
&lt;li&gt;&lt;b&gt;доц. д-р Мария Воденичарова,&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;заместник-ректор по НИД, УНСС&amp;nbsp;&lt;/b&gt;&amp;ndash; Придобиване на умения за пазара на труда в сферата на логистиката чрез активни методи&lt;/li&gt;
&lt;li&gt;&lt;b&gt;проф. д-р Мирослава Раковска, УНСС&lt;/b&gt; &amp;ndash; Трансформация на логистиката в последната миля в България: тенденции и предизвикателства в условията на дигитализация и устойчиво развитие&lt;/li&gt;
&lt;li&gt;&lt;b&gt;доц. д-р Нончо Димитров, УНСС&lt;/b&gt; &amp;ndash; Трансформацията на европейските вериги на доставки на оръжия в подкрепа на Украйна (2022-2025)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;доц. д-р Георги Кондев, ХТМУ-София&lt;/b&gt; &amp;ndash; Leadership as a key factor for quality improvement in supply chain management&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;b&gt;11:30 &amp;ndash; 11:45 &lt;/b&gt;Кафе пауза&lt;/p&gt;
&lt;p&gt;&lt;b&gt;11:45 &amp;ndash; 13:00 &lt;/b&gt;&lt;b&gt;Панел 2: Технологични иновации и устойчивост в логистиката&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;i&gt;Модератор: доц. д-р Николай Драгомиров&lt;/i&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;доц. д-р Борислав Арнаудов, УНСС&lt;/b&gt; &amp;ndash; Приложения на изкуствения интелект в транспорта&lt;/li&gt;
&lt;li&gt;&lt;b&gt;доц. д-р инж. Дамян Ганчев и Антонио Манолов, ТУ-София&lt;/b&gt; &amp;ndash; Използване на предсказващата поддръжка при управление на процесите във веригата на доставки&lt;/li&gt;
&lt;li&gt;&lt;b&gt;доц. д-р Щерьо Ножаров и доц. д-р Петя Коралова-Ножарова, УНСС и БАН&lt;/b&gt; &amp;ndash; Иновационният дефицит и енергийната интензивност като бариери пред устойчивостта на веригите на доставки в България&lt;/li&gt;
&lt;li&gt;&lt;b&gt;гл. ас. д-р Атанаска Решеткова, Стопанска Академия &quot;Д. А. Ценов&quot; - Свищов&lt;/b&gt; &amp;ndash; Bio-Based Packaging and Sustainable Logistics in the EU Circular Economy&lt;/li&gt;
&lt;li&gt;&lt;b&gt;инж. Свилен Борисов, ТУ-София&lt;/b&gt; &amp;ndash; Извършване на периодични технически прегледи на товарни надстройки отговарящи на стандарта EN 12642 Code XL. Влияние на внедряването на европейските норми в българското законодателство върху българските транспортни предприятия.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Делян Димитров, докторант УНСС&lt;/b&gt; &amp;ndash; Препоръчан модел за използване на изкуствен интелект в стратегическото снабдяване&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Рикардо Валенте, докторант УНСС&lt;/b&gt; &amp;ndash; Логистика и вериги на доставки в контекста на Индустрия 5.0&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;13:00 &amp;ndash; 13:45 &lt;/b&gt;Обяд (кетъринг)&lt;/p&gt;
&lt;p&gt;&lt;b&gt;13:45 &amp;ndash; 15:00 &lt;/b&gt;&lt;b&gt;Панел 3: &lt;/b&gt;&lt;b&gt;Модерни предизвикателства и решения в логистиката&lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;i&gt;Модератор: гл. ас. д-р Мирослав Стефанов&lt;/i&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;гл. ас. д-р Стиляна Микова, УНСС&lt;/b&gt; &amp;ndash; Критерии за избор на доставчици, използвани в българските производствени и търговски предприятия&lt;/li&gt;
&lt;li&gt;&lt;b&gt;гл. ас. д-р Мирослав Стефанов, УНСС&lt;/b&gt; - Рискови фактори в областта на човешките ресурси в логистичния сектор: състояние и перспективи за ограничаване&amp;nbsp;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;гл. ас. д-р Лиляна Михова, УНСС&lt;/b&gt; - Тенденции в устойчивите логистични практики&amp;nbsp;&amp;mdash; фактори за внедряване и бариери пред българските предприятия&lt;/li&gt;
&lt;li&gt;&lt;b&gt;гл. ас. д-р Петя Филева и Гергана Пампова, УНСС&lt;/b&gt; &amp;ndash; Състояние на логистиката и веригите на доставки в MRO компания с фокус върху ad hoc пратките&lt;/li&gt;
&lt;li&gt;&lt;b&gt;ас. д-р Светослав Ангелов, УНСС&lt;/b&gt; &amp;ndash; Технологии в управлението на логистичните системи в сферата на търговията с бързооборотни продукти&lt;/li&gt;
&lt;li&gt;&lt;b&gt;ас. д-р Иво Анев, УНСС&lt;/b&gt; &amp;ndash; Интеграция на системите за пътнически транспорт в градската логистика&lt;/li&gt;
&lt;li&gt;&lt;b&gt;ас. д-р Даниел Павлов, УНСС&lt;/b&gt; - Насоки за повишаване на конкурентоспособността на веригата на доставките в България&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;b&gt;15:15 &amp;ndash; 15:30 &lt;/b&gt;Следобедна почивка&lt;/p&gt;
&lt;p&gt;&lt;b&gt;15:30 &amp;ndash; 16:30 &lt;/b&gt;&lt;b&gt;Панел 4: От теория към практика: бизнес казуси и студентски проекти &lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;i&gt;Модератор: гл. ас. д-р Петя Филева&lt;/i&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;проф. д-р Мирослава Раковска и Никол Димитрова, УНСС&lt;/b&gt; &amp;ndash; Приложение на смесените логистични стратегии в малки производствени предприятия: възможности и предизвикателства&lt;/li&gt;
&lt;li&gt;&lt;b&gt;проф. д-р Мирослава Раковска и Симона Йорданова, УНСС&lt;/b&gt; &amp;ndash; Роля на планирането на производствения капацитет във веригата на доставките&lt;/li&gt;
&lt;li&gt;&lt;b&gt;проф. д-р Миряна Секуловска, Университет Св. Климент Охридски &amp;ndash; Битоля, Македония &lt;/b&gt;- Logistics outsourcing in the Republic of North Macedonia - case study ELS company - Skopje for Temu online shopping platform&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Християна Стоянова, студент УНСС&lt;/b&gt; &amp;ndash; Възможности за подобряване на обслужването на клиенти в аутсорсинг компании&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Стойчо Паронов, студент УНСС&lt;/b&gt; &amp;ndash; Пример за приложение на AI системи за анализ на научни публикации&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Вадим Браун, студент УНСС&lt;/b&gt; &amp;ndash; Влиянието на търговската война между САЩ и Китай върху устойчивостта на логистичните системи в Европа&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Румяна Тодорова, студент УНСС&lt;/b&gt; &amp;ndash; Ролята на склада в обратната логистика&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Силвия Манчева, студент УНСС&lt;/b&gt; &amp;ndash; Организация на складовите процеси в търговска фирма&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;b&gt;16:30 &lt;/b&gt;Закриване на конференцията&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 24 Oct 2025 09:55:45 GMT</pubDate>
    </item>
    <item>
      <title>14-та НАУЧНА КОНФЕРЕНЦИЯ ПО ЛОГИСТИКА И УПРАВЛЕНИЕ НА ВЕРИГАТА НА ДОСТАВКИТЕ на тема: „Иновации, устойчивост и технологии в логистиката и веригите на доставки“ </title>
      <link>http://departments.unwe.bg/logistics/bg/pages/27404/from-rss.html</link>
      <description>&lt;p style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;/uploads/Department/Плакат%20Логистика%2028.09%20v2.jpg&quot; width=&quot;1000&quot; height=&quot;707&quot; style=&quot;vertical-align: baseline;&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;Катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; в УНСС&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;има честта и удоволствието да Ви покани да участвате в&lt;/p&gt;
&lt;div id=&quot;WACViewPanel_ClipboardElement&quot; contenteditable=&quot;false&quot; class=&quot;WACEditing EditMode EditingSurfaceBody FireFox WACViewPanel_DisableLegacyKeyCodeAndCharCode usehover&quot; spellcheck=&quot;false&quot; style=&quot;overflow: hidden; visibility: visible; direction: ltr;&quot; tabindex=&quot;0&quot;&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW177783412 BCX2&quot; style=&quot;direction: ltr;&quot;&gt;
&lt;p class=&quot;Paragraph SCXW177783412 BCX2&quot; style=&quot;font-weight: normal; font-style: normal; vertical-align: baseline; background-color: transparent; color: windowtext; text-align: center; margin: 0px; padding-left: 0px; padding-right: 0px; text-indent: 0px;&quot;&gt;&lt;span style=&quot;color: #2f5496; font-size: 14pt; line-height: 24.8208px; font-family: Calibri, &#39;Calibri_EmbeddedFont&#39;, &#39;Calibri_MSFontService&#39;, sans-serif; font-weight: bold;&quot; data-contrast=&quot;none&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW177783412 BCX2&quot;&gt;&lt;span class=&quot;NormalTextRun SCXW177783412 BCX2&quot;&gt;14-та научна конференция на тема&lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW177783412 BCX2&quot;&gt;:&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;EOP SCXW177783412 BCX2&quot; style=&quot;font-size: 14pt; line-height: 24.8208px; font-family: Calibri, &#39;Calibri_EmbeddedFont&#39;, &#39;Calibri_MSFontService&#39;, sans-serif; color: #2f5496;&quot; data-ccp-props=&quot;{&amp;quot;335551550&amp;quot;:2,&amp;quot;335551620&amp;quot;:2,&amp;quot;335559739&amp;quot;:0}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW177783412 BCX2&quot; style=&quot;direction: ltr;&quot;&gt;
&lt;p class=&quot;Paragraph SCXW177783412 BCX2&quot; style=&quot;font-weight: normal; font-style: normal; vertical-align: baseline; background-color: transparent; color: windowtext; text-align: center; margin: 0px; padding-left: 0px; padding-right: 0px; text-indent: 0px;&quot;&gt;&lt;span style=&quot;color: #2f5496; font-size: 14pt; line-height: 24.8208px; font-family: Calibri, &#39;Calibri_EmbeddedFont&#39;, &#39;Calibri_MSFontService&#39;, sans-serif; font-weight: bold;&quot; data-contrast=&quot;none&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW177783412 BCX2&quot;&gt;&lt;span class=&quot;NormalTextRun SCXW177783412 BCX2&quot;&gt;&quot;Иновации, устойчивост и технологии&lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW177783412 BCX2&quot;&gt; &lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW177783412 BCX2&quot;&gt;в&lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW177783412 BCX2&quot;&gt; &lt;/span&gt;&lt;span class=&quot;NormalTextRun SCXW177783412 BCX2&quot;&gt;логистиката и веригите на доставки&quot;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;EOP SCXW177783412 BCX2&quot; style=&quot;font-size: 14pt; line-height: 24.8208px; font-family: Calibri, &#39;Calibri_EmbeddedFont&#39;, &#39;Calibri_MSFontService&#39;, sans-serif; color: #2f5496;&quot; data-ccp-props=&quot;{&amp;quot;335551550&amp;quot;:2,&amp;quot;335551620&amp;quot;:2,&amp;quot;335559739&amp;quot;:0}&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;която ще се проведе на&lt;/p&gt;
&lt;div class=&quot;OutlineElement Ltr SCXW177783412 BCX2&quot; style=&quot;direction: ltr;&quot;&gt;
&lt;p class=&quot;Paragraph SCXW177783412 BCX2&quot; style=&quot;font-weight: normal; font-style: normal; vertical-align: baseline; background-color: transparent; color: windowtext; text-align: center; margin: 0px; padding-left: 0px; padding-right: 0px; text-indent: 0px;&quot;&gt;&lt;span style=&quot;color: #2f5496; font-size: 14pt; line-height: 24.8208px; font-family: Calibri, &#39;Calibri_EmbeddedFont&#39;, &#39;Calibri_MSFontService&#39;, sans-serif; font-weight: bold;&quot; data-contrast=&quot;none&quot; lang=&quot;BG-BG&quot; class=&quot;TextRun SCXW177783412 BCX2&quot;&gt;&lt;span class=&quot;NormalTextRun SCXW177783412 BCX2&quot;&gt;28 октомври 2025 г. в Голяма конферентна зала, УНСС&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;Събитието се организира от Катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; в УНСС&lt;/p&gt;
&lt;div style=&quot;text-align: justify; text-indent: 35.3pt; line-height: normal; margin-top: 6pt; margin-right: 0cm; margin-bottom: 6pt; font-family: Aptos,Aptos_EmbeddedFont,Aptos_MSFontService,Calibri,Helvetica,sans-serif; font-size: 12pt; color: #000000;&quot; class=&quot;x_elementToProof&quot; data-olk-copy-source=&quot;MessageBody&quot;&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify; text-indent: 35.3pt; line-height: normal; margin-top: 6pt; margin-right: 0cm; margin-bottom: 6pt; font-family: Aptos,Aptos_EmbeddedFont,Aptos_MSFontService,Calibri,Helvetica,sans-serif; font-size: 12pt; color: #000000;&quot; class=&quot;x_elementToProof&quot; data-olk-copy-source=&quot;MessageBody&quot;&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify; text-indent: 35.3pt; line-height: normal; margin-top: 6pt; margin-right: 0cm; margin-bottom: 6pt; font-family: Aptos,Aptos_EmbeddedFont,Aptos_MSFontService,Calibri,Helvetica,sans-serif; font-size: 12pt; color: #000000;&quot; class=&quot;x_elementToProof&quot; data-olk-copy-source=&quot;MessageBody&quot;&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify; text-indent: 35.3pt; line-height: normal; margin-top: 6pt; margin-right: 0cm; margin-bottom: 6pt; font-family: Aptos,Aptos_EmbeddedFont,Aptos_MSFontService,Calibri,Helvetica,sans-serif; font-size: 12pt; color: #000000;&quot; class=&quot;x_elementToProof&quot; data-olk-copy-source=&quot;MessageBody&quot;&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify; text-indent: 35.3pt; line-height: normal; margin-top: 6pt; margin-right: 0cm; margin-bottom: 6pt; font-family: Aptos,Aptos_EmbeddedFont,Aptos_MSFontService,Calibri,Helvetica,sans-serif; font-size: 12pt; color: #000000;&quot; class=&quot;x_elementToProof&quot; data-olk-copy-source=&quot;MessageBody&quot;&gt;В съвременния свят, подложен на бурно развитие, темата за устойчивостта става все по - актуална и значима. Конференцията цели да събере експерти, учени и практици, за да обсъдят най- новите тенденции за иновации, устойчиви системи и технологии в логистиката и управлението на веригата на доставките.&lt;/div&gt;
&lt;div style=&quot;text-align: justify; text-indent: 35.25pt; margin: 6pt 0cm; font-family: Aptos,Aptos_EmbeddedFont,Aptos_MSFontService,Calibri,Helvetica,sans-serif; font-size: 12pt; color: #000000;&quot; class=&quot;x_elementToProof&quot;&gt;Конференцията е предназначена за учени, докторанти, изследователи и експерти, работещи в сферата на логистиката и веригите на доставки, производството, търговията и&amp;nbsp; устойчивото развитие.&lt;/div&gt;
&lt;div style=&quot;font-family: Aptos,Aptos_EmbeddedFont,Aptos_MSFontService,Calibri,Helvetica,sans-serif; font-size: 12pt; color: #000000;&quot; class=&quot;x_elementToProof&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;b&gt;Работен език на конференцията&lt;/b&gt;: български и английски&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;b data-olk-copy-source=&quot;MailCompose&quot;&gt;Подаване на заявка за участие и резюме&lt;/b&gt;: Регистрацията се извършва чрез онлайн форма -&amp;nbsp;&lt;b&gt;&lt;a href=&quot;https://forms.office.com/pages/responsepage.aspx?id=hsDH61DDU0SRGjt0D41trWPSx_NASyRKsA9lbPgntD1UM1Q5Q1FBTFo0MVUyNk8xR08zOEFSNDdUUC4u&amp;amp;route=shorturl&quot; id=&quot;OWA67f5a047-6de3-8a74-9017-5c5447cf79a4&quot; class=&quot;x_OWAAutoLink&quot; title=&quot;https://forms.office.com/pages/responsepage.aspx?id=hsDH61DDU0SRGjt0D41trWPSx_NASyRKsA9lbPgntD1UM1Q5Q1FBTFo0MVUyNk8xR08zOEFSNDdUUC4u&amp;amp;route=shorturl&quot; data-auth=&quot;NotApplicable&quot;&gt;Регистрация&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;b&gt;Подаване на доклад и декларации за публикуване&lt;/b&gt;: Докладите се приемат чрез онлайн форма -&amp;nbsp;&lt;b&gt;&lt;a href=&quot;https://eu.jotform.com/form/251491607210045&quot; id=&quot;OWA7f889a15-0bd7-f92c-e88f-34ebed7aa353&quot; class=&quot;x_OWAAutoLink&quot; title=&quot;https://eu.jotform.com/form/251491607210045&quot; data-auth=&quot;NotApplicable&quot;&gt;Подаване на доклад&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;ПРЕДЛОЖЕНИЕ ЗА НАСТАНЯВАНЕ&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Витоша Парк Хотел&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.vitoshaparkhotel.com&quot;&gt;&lt;b&gt;http://www.vitoshaparkhotel.com&lt;/b&gt;&lt;/a&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 15 Sep 2025 08:45:33 GMT</pubDate>
    </item>
    <item>
      <title>Контакти</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/17442/from-rss.html</link>
      <description>&lt;p&gt;&lt;/p&gt;
&lt;p&gt;За контакти:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;доц. д-р Николай Драгомиров&lt;/strong&gt;&lt;br&gt;Председател на организационния комитет:&lt;br&gt;Ръководител катедра &quot;Логистика и вериги на доставките&quot;, УНСС http://departments.unwe.bg/logistics Email: ndragomirov@unwe.bg&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Емилия Габровска&lt;/strong&gt;&lt;br&gt;Административен секретар на&amp;nbsp;катедра&lt;br&gt;&amp;nbsp;&quot;Логистика и вериги на доставките&quot;, УНСС http://departments.unwe.bg/logistics&lt;br&gt;тел. +35928195610 Email: egabrovska@unwe.bg&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;За въпроси свързани с подаването на докладите, може да изпратите e-mail към:&amp;nbsp;&lt;br&gt;&lt;strong&gt;гл. ас. д-р Лиляна Михова&lt;/strong&gt;&lt;br&gt;lmihova@unwe.bg&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 02 Sep 2025 08:38:29 GMT</pubDate>
    </item>
    <item>
      <title>Специалности </title>
      <link>http://departments.unwe.bg/logistics/bg/pages/1013/from-rss.html</link>
      <description>&lt;div&gt;Катедра &quot;Логистика и вериги на доставките&quot; предлага обучение по специалностите:&lt;/div&gt;
&lt;div&gt;&lt;span style=&quot;color: #ff0000; font-size: medium;&quot;&gt;&quot;Бизнес логистика&quot; в ОКС бакалавър,&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;&lt;span style=&quot;color: #ff0000; font-size: medium;&quot;&gt;&quot;Бизнес логистика и вериги на доставките&quot; в ОКС магистър,&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;&lt;span style=&quot;color: #ff0000; font-size: medium;&quot;&gt;&amp;nbsp;&quot;Управление на веригата на доставките&quot; в&amp;nbsp;ОКС магистър,&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;&lt;span style=&quot;color: #ff0000; font-size: medium;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;&lt;strong&gt;&lt;strong&gt;и обучение &lt;/strong&gt;&lt;/strong&gt;по &lt;span style=&quot;color: #ff0000; font-size: medium;&quot;&gt;докторска програма &quot;Икономика и управление (Логистика и вериги на доставките)&quot;&lt;/span&gt; в професионално направление Икономика.&lt;/div&gt;
&lt;div&gt;Тя подготвя специалисти, способни да управляват интегрирано реалните (физическите) процеси в икономиката и материалните потоци от източниците на суровини, през производството до доставката на готовите продукти до крайните потребители.&lt;/div&gt;
&lt;div&gt;
&lt;p&gt;Предимствата на обучението в специалностите на катедрата са:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;div&gt;&lt;a href=&quot;http://departments.unwe.bg/logistics/bg/pages/12883/%d0%bc%d0%b5%d0%b6%d0%b4%d1%83%d0%bd%d0%b0%d1%80%d0%be%d0%b4%d0%bd%d0%b0-%d0%b0%d0%ba%d1%80%d0%b5%d0%b4%d0%b8%d1%82%d0%b0%d1%86%d0%b8%d1%8f-%d0%be%d1%82-%d0%b5%d0%b2%d1%80%d0%be%d0%bf%d0%b5%d0%b9%d1%81%d0%ba%d0%b0%d1%82%d0%b0-%d0%b0%d1%81%d0%be%d1%86%d0%b8%d0%b0%d1%86%d0%b8%d1%8f-%d0%bf%d0%be-%d0%bb%d0%be%d0%b3%d0%b8%d1%81%d1%82%d0%b8%d0%ba%d0%b0-european-logisti.html&quot;&gt;&lt;span style=&quot;color: #008080;&quot;&gt;Всичките три специалности, по които обучава катедра &quot;Логистика и вериги на доставките&quot;, - &quot;Бизнес логистика&quot; в ОКС бакалавър, &quot;Бизнес логистика и вериги на доставките&quot; в ОКС магистър,&amp;nbsp; &quot;Управление на веригата на доставките&quot; в&amp;nbsp;ОКС магистър&amp;nbsp; &lt;/span&gt;&lt;/a&gt;са акредитирани от Европейската асоциация по логистика &amp;ndash; ELA, (European Logistics Association).&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;Преподавателският състав на катедра &amp;bdquo;Логистика&amp;nbsp; и вериги на доставките&amp;ldquo; е с богат академичен, практически и консултантски опит, който му позволява да поддържа и развива непрекъснати контакти с бизнеса и на тази база да осигурява високо професионални стажове и практики във водещи фирми от логистичния сектор у нас и в чужбина.&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://departments.unwe.bg/logistics/bg/news/12602/%d0%bf%d1%80%d0%be%d1%84%d0%b5%d1%81%d0%b8%d0%be%d0%bd%d0%b0%d0%bb%d0%bd%d0%b0-%d1%80%d0%b5%d0%b0%d0%bb%d0%b8%d0%b7%d0%b0%d1%86%d0%b8%d1%8f-%d0%b2-%d0%be%d0%b1%d0%bb%d0%b0%d1%81%d1%82%d1%82%d0%b0-%d0%bd%d0%b0-%d0%bb%d0%be%d0%b3%d0%b8%d1%81%d1%82%d0%b8%d0%ba%d0%b0%d1%82%d0%b0.html&quot;&gt;&lt;span style=&quot;color: #008080;&quot;&gt;Професията е една от най-високо платените&amp;sbquo; като завършилите специалисти се реализират бързо в логистичните отдели на производствени и търговски фирми и във фирмите, специализирани в оказването на логистични услуги (транспорт, международна спедиция, складиране, дистрибуция, митническо обслужване и др.), стигайки често до вице-президентски и президентски позиции.&lt;/span&gt;&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/div&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 02 Sep 2025 08:34:04 GMT</pubDate>
    </item>
    <item>
      <title>СПИСЪК НА ДЕЙСТВАЩИ И ЗАЩИТИЛИ ДОКТОРАНТИ В КАТЕДРА “ЛОГИСТИКА и ВЕРИГИ НА ДОСТАВКИТЕ” ЗА ПЕРИОДА 2005 - 2025</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/6802/from-rss.html</link>
      <description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;table border=&quot;1&quot; cellspacing=&quot;0&quot; cellpadding=&quot;0&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;&lt;b&gt;&lt;br clear=&quot;all&quot;&gt; &lt;/b&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ДОКТОРАНТ&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ВИД ДОКТОРАНТУРА&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;СРОК НА ОБУЧЕНИЕ&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&lt;b&gt;ТЕМА НА ДИСЕРТАЦИЯТА&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;НАУЧЕН РЪКОВОДИТЕЛ&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;СТАТУС&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Цветомир Георгиев Стоянов&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;03.2005 - 03.2012&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Организация на физическата дистрибуция на потребителски стоки от внос&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Доц. д-р Филип Тодоров&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Отчислен без право на защита&lt;/p&gt;
&lt;p&gt;06. 2012&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Майя Панайотова Бочева&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;03.2007 - 03.2013&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Развитие на пазара на логистични услуги в България&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Доц. д-р Павел Димитров&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Отчислена без право на защита&lt;/p&gt;
&lt;p&gt;02.2013&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Мария Сашкова Воденичарова&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Редовна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;04.2002 - 07.2009&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Усъвършенстване на логистичните процеси в месопреработвателните организации в България&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Доц. д-р Павел Димитров&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Защитила&lt;/p&gt;
&lt;p&gt;2010&lt;/p&gt;
&lt;p&gt;Статут на щатен в УНСС&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Николай Драгомиров Иванов&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;10.2004 - 10.2010&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Усъвършенстване управлението на веригата на доставките на компресиран природен газ&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Доц. д-р Павел Димитров&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Защитил&lt;/p&gt;
&lt;p&gt;2011&lt;/p&gt;
&lt;p&gt;Статут на щатен в УНСС&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Елена Минова Паунова&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;03.2010 &amp;ndash; 03.2015&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Предпоставки за повишаване ефективността на Логистичния терминал&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Проф. д-р Филип Тодоров&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Отчислена без право на защита&lt;/p&gt;
&lt;p&gt;&amp;nbsp;03.2017&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Сребрина Петрова Аначкова&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Свободна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;12.2011 - 12.2016&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Възможности за разширяване портфолиото на доставчиците на логистични услуги&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Проф. д-р Филип Тодоров&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Защитила&lt;/p&gt;
&lt;p&gt;2016&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Стиляна Велинова Стратиева&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Свободна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;02.2013 &amp;ndash; 02.2018&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Усъвършенстване управлението на веригата на доставките за лечебните заведения за болнична помощ в България&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Доц. д-р Мирослава Раковска&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Защитила&lt;/p&gt;
&lt;p&gt;2016&lt;/p&gt;
&lt;p&gt;Статут на щатен в УНСС&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Мирослав Георгиев Стефанов&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;03.2013 - 03.2019&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Възможности за развитие на дистрибуцията на природен газ в България&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Проф. д-р Филип Тодоров&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Защитил&lt;/p&gt;
&lt;p&gt;2016&lt;/p&gt;
&lt;p&gt;Статут на щатен в УНСС&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Петя Димитрова Филева&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Редовна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;03.2013 - 03.2018&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Усъвършенстване обслужването на клиентите на логистичния сектор в България&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Доц. д-р Мирослава Раковска&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Защитила&lt;/p&gt;
&lt;p&gt;2016&lt;/p&gt;
&lt;p&gt;Статут на щатен в УНСС&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Лиляна Кръстева Михова&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Редовна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;04. 2013 &amp;ndash; 04.2018&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Развитие на устойчиви логистични услуги &amp;ndash;макро и микро перспектива&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Доц. д-р Мирослава Раковска&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Защитила&lt;/p&gt;
&lt;p&gt;2017&lt;/p&gt;
&lt;p&gt;Статут на щатен в УНСС&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Ани Пламенова Метиева&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;03. 2018 &amp;ndash; 03.2025&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Състояние и тенденции в използването на информационни системи при дистрибуцията на биопродукти&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Доц. д-р Николай Драгомиров Иванов&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Отписана с право на защита&amp;nbsp;&lt;/p&gt;
&lt;p&gt;до м.03.2027&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Боян Веселинов Джамбазов&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;02.2016 &amp;ndash; 02.2023&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Проектиране и внедряване на складова система за бързооборотни стоки в логистични компании&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Проф. д-р Мирослава Раковска&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Незащитил&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Виолета Валентинова Чаушева&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;03.2018 &amp;ndash; 03.2025&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Насоки за развитие на устойчивата логистика в производствените предприятия в България&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Доц. д-р Мария Воденичарова&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Отписана с право на защита&amp;nbsp;&lt;/p&gt;
&lt;p&gt;до м.03.2027&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Георги Ганчев Ганчев&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;03.2017 &amp;ndash; 01.2022&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Прогнозиране и планиране на международните доставки на основни суровини в медодобивната индустрия&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Проф. д-р Мирослава Раковска&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Отписан без право на защита&lt;/p&gt;
&lt;p&gt;01.2022&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Даниела Димитрова Дечева&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;03.2015 &amp;ndash; 03.2021&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Управление на логистичните разходи по видове операции в българските хлебопроизводствени предприятия&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Доц. д-р Мария Воденичарова&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Отписана без право на защита&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;03.2021&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Евдокия Иванова Ангелова&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;03.2015 &amp;ndash; 03.2022&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Усъвършенстване на логистичния аутсорсинг в българските търговски и производствени предприятия&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Доц. д-р Николай Драгомиров Иванов&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Отписана без право на защита&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;03.2022&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Елеонора Николаева Спасова&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;03.2018&amp;ndash; 03.2022&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Възможности за повишаване на конкурентоспособността на висшето образование в областта на логистиката в България&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Доц. д-р Николай Драгомиров Иванов&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Отписана без право на защита&lt;/p&gt;
&lt;p&gt;03.2025&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Елиза Симеонова Бакърджиева&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;03.2018&amp;ndash; 03.2025&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Усъвършенстване управлението на веригата на доставки в авиационната индустрия&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Проф. д-р Мирослава Раковска&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Отписана с право на защита&amp;nbsp;&lt;/p&gt;
&lt;p&gt;до м.03.2027&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Елица Бориславова Апостолова&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;03.2015 &amp;ndash; 03.2021&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Възможности за повишаване равнището на логистично обслужване на веригите от заведения за бързо хранене в Република България&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Доц. д-р Иванка Корбанколева&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Отписана без право на защита&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;м.03.2021&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Катя Йорданова Христова&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;03.2018 &amp;ndash; 03.2025&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Място и роля на българския товарен автомобилен транспорт в европейските логистични системи&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Проф. д-р Мирослава Раковска&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Отписана с право на защита&amp;nbsp;&lt;/p&gt;
&lt;p&gt;до м.03.2027&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Красен Павлов Димитров&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;03.2018 &amp;ndash; 03.2025&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Иновативни технологични решения за планиране на производството в автомобилната промишленост&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Проф. д-р Мирослава Раковска&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Отписан с право на защита&amp;nbsp;&lt;/p&gt;
&lt;p&gt;до м.03.2027&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Юлия Гришева Генова&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Задочна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;3.2020 &amp;ndash; 03.2025&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Усъвършенстване управлението на веригата на доставките за резервни части при въвеждане на нови продукти на пазара на изчислителна компютърна техника&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;доц. д-р Мария Воденичарова&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Защитила&lt;/p&gt;
&lt;p&gt;2025&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Даниел Ангелов Павлов&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Редовна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;3.2021 &amp;ndash; 03.2025&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Практики в използването на логистичен софтуер в търговските предприятия в контекста на конкурентоспособността на веригата на доставките&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Доц. д-р Николай Драгомиров Иванов&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Защитил&lt;/p&gt;
&lt;p&gt;&amp;nbsp;2025&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Арно Хартюн Куюмджиян&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Редовна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;3.2022 &amp;ndash; 03.2025&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Изграждане на гъвкава верига на доставките в автомобилната индустрия&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Проф. д-р Мирослава Раковска&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Обучаващ се&lt;/p&gt;
&lt;p&gt;Удължен&amp;nbsp; до&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; м.03.2026&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Делян Дочев Димитров&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Редовна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;4.2024 &amp;ndash; 03.2027&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Системи с изкуствен интелект в снабдяването - модели на внедряване и предизвикателства в използването&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Доц. д-р Николай Драгомиров Иванов&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Обучаващ се&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Рикардо Бащос Баптища Валенте&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;138&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Проектна&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;132&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;5.2025 &amp;ndash; 05.2028&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;227&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Усъвършенстване на управлението на веригата на доставките в корковата промишленост в контекста на Индустрия 5.0&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;доц. д-р Мария Воденичарова&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;145&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Обучаващ се&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 02 Sep 2025 08:25:16 GMT</pubDate>
    </item>
    <item>
      <title>Програмен комитет</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/17434/from-rss.html</link>
      <description>&lt;p align=&quot;left&quot;&gt;доц. д-р Мария Воденичарова&amp;nbsp;&amp;ndash;&amp;nbsp;&lt;i&gt;Председател&lt;/i&gt;, &amp;nbsp;катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;, Заместник -ректор по научноизследователската дейност на УНСС&lt;/p&gt;
&lt;p align=&quot;left&quot;&gt;доц. д-р Николай Драгомиров&amp;nbsp;&amp;nbsp;&amp;ndash;&amp;nbsp;&lt;i&gt;Зам.-председател&lt;/i&gt;, Ръководител&amp;nbsp;катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;, УНСС&lt;/p&gt;
&lt;p align=&quot;left&quot;&gt;проф. д-р Мирослава Раковска &amp;ndash; катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;, УНСС&lt;/p&gt;
&lt;p align=&quot;left&quot;&gt;проф. д-р Ваня Банабакова - Национален военен университет &amp;bdquo;Васил Левски&amp;rdquo; -&amp;nbsp; Велико Търново&amp;nbsp; &amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;left&quot;&gt;проф. д-р Мирјана Секуловска - Университет &amp;bdquo;Св. Климент Охридски&amp;ldquo;, Битоля &amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;left&quot;&gt;доц. д-р Силвия Благоева - Икономически университет &amp;ndash; Варна&lt;/p&gt;
&lt;p align=&quot;left&quot;&gt;доц. д-р Георги Кондев &amp;ndash; Химикотехнологичен и металургичен университет &amp;ndash; София&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;br&gt;&lt;br&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 30 May 2025 06:49:14 GMT</pubDate>
    </item>
    <item>
      <title>Медиите за нас</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/8634/from-rss.html</link>
      <description>&lt;p&gt;&lt;a href=&quot;http://tbmagazine.net/statia/logistikata-v-blgariya&quot;&gt;Логистиката в България&lt;/a&gt;, доц. П. Димитров, сп. Твоят бизнес 16 Август 2004&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://tbmagazine.net/avtor/doc-d-r-pavel-dimitrov&quot;&gt;http://tbmagazine.net/avtor/doc-d-r-pavel-dimitrov&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Време е бизнесът, който ще ползва кадрите ни, да започне да инвестира в образованието им, доц. П. Димитров, сп. Логистика, 3-2006&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://logistika.bg/resources/logistika/2006/Logistika-2006-03.html&quot;&gt;http://logistika.bg/resources/logistika/2006/Logistika-2006-03.html&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;15 години Стопанска логистика &amp;ndash; юбилеен празник на специалността, сп. Логистика, 1-2008, с.10&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://logistika.bg/resources/logistika/2008/Logistika-2008-01.html&quot;&gt;http://logistika.bg/resources/logistika/2008/Logistika-2008-01.html&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;АИЛОГ се интересува от проекти в България, сп. Логистика, 1-2008, с. 96&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://logistika.bg/resources/logistika/2008/Logistika-2008-01.html&quot;&gt;http://logistika.bg/resources/logistika/2008/Logistika-2008-01.html&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Аутсорсинг, ас. В. Кашукеева, сп. Логистика, 1-2008, с. 98&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://logistika.bg/resources/logistika/2008/Logistika-2008-01.html&quot;&gt;http://logistika.bg/resources/logistika/2008/Logistika-2008-01.html&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Успешен българо-италиански проект, сп. Логистика, 2-2008 с. 10&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://logistika.bg/resources/logistika/2008/Logistika-2008-02.html&quot;&gt;http://logistika.bg/resources/logistika/2008/Logistika-2008-02.html&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Успешен българо-италиански проект, сп. БТВ 10/13.03.2008&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.payaro.com/documents/consegna%20diplomi%20bulgaria%202008.jpg&quot;&gt;http://www.payaro.com/documents/consegna%20diplomi%20bulgaria%202008.jpg&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Логистика по италиански, Регал, 11 март 2008&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.regal.bg/novini/bulgaria/2008/03/11/469302_logistika_po_italianski/&quot;&gt;http://www.regal.bg/novini/bulgaria/2008/03/11/469302_logistika_po_italianski/&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Успешен старт, интервю със стажанти в Ин Тайм ООД, 08.05.2012&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.intime.bg/news/89/&quot;&gt;http://www.intime.bg/news/89/&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Международна научнопрактическа конференция в Равда, сп. Логистика, 7 &amp;ndash; 2014, с.12&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://logistika.bg/resources/logistika/2014/Logistika-2014-07.html&quot;&gt;http://logistika.bg/resources/logistika/2014/Logistika-2014-07.html&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Как се реализират логистиците в България, доц. М. Раковска, сп. Логистика, 7-2014, стр. 60&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://logistika.bg/resources/logistika/2014/Logistika-2014-07.html&quot;&gt;http://logistika.bg/resources/logistika/2014/Logistika-2014-07.html&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Логистиката като пресечна точка на науката и практиката &amp;ndash; сп. Логистика, 8-2014, с. 6&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://logistika.bg/resources/logistika/2014/Logistika-2014-08.html&quot;&gt;http://logistika.bg/resources/logistika/2014/Logistika-2014-08.html&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;С поглед към 2025: мегатенденции и бъдещето на доставките, сп. Логистика, 4-2015&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.logistika.bg/bg/menu/23/post/14705/S-pogl%D0%B5d-kym-2025:-m%D0%B5gat%D0%B5nd%D0%B5ncii-i-byd%D0%B5sht%D0%B5to-na-dostavkit%D0%B5?page=45&quot;&gt;http://www.logistika.bg/bg/menu/23/post/14705/S-pogl%D0%B5d-kym-2025:-m%D0%B5gat%D0%B5nd%D0%B5ncii-i-byd%D0%B5sht%D0%B5to-na-dostavkit%D0%B5?page=45&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Логистична бизнес конференция 2014, Лектори 2014&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.logistika.bg/bg/menu/23/post/12250/L%D0%B5ktori-2014&quot;&gt;http://www.logistika.bg/bg/menu/23/post/12250/L%D0%B5ktori-2014&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Логистична бизнес конференция 2015, Лектори 2015&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.event.logistika.bg/bg/menu/152/post/15344/L%D0%B5ktori-2015?page&quot;&gt;http://www.event.logistika.bg/bg/menu/152/post/15344/L%D0%B5ktori-2015?page&lt;/a&gt;=&lt;/p&gt;
&lt;p&gt;Публикувана е&amp;nbsp;класацията SEE TOP 100 2015 на водещите компании в Югоизточна Европа. На&amp;nbsp;стр. 50 -52 е публикацията за развитието на логистиката в страните от региона&amp;nbsp;-&amp;nbsp;SEE &amp;ndash; Europe&amp;rsquo;s emerging logistics hotspot&quot;, със съавтор доц. д-р Мирослава Раковска&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://top100.seenews.com/wp-content/uploads/2015/10/SeeNewsTOP100SEE-2015.pdf&quot; target=&quot;_blank&quot; title=&quot;http://top100.seenews.com/wp-content/uploads/2015/10/SeeNewsTOP100SEE-2015.pdf
Ctrl+Щракнете или докоснете, за да последвате връзката&quot;&gt;http://top100.seenews.com/wp-content/uploads/2015/10/SeeNewsTOP100SEE-2015.pdf&lt;/a&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot; style=&quot;text-align: left;&quot;&gt;Трета научна и бизнес конференция по логистика и управление на веригата на доставките&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;bdquo;Иновации и тенденции в логистиката и управлението на веригата на доставките&amp;ldquo;&lt;/b&gt;&amp;nbsp;- сп. Логистика, 10-2023, с. 18-21&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;https://www.transport-press.bg/-10-2023/68560709&lt;a href=&quot;http://logistika.bg/resources/logistika/2014/Logistika-2014-07.html&quot;&gt;.html&lt;/a&gt;&lt;/span&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;/uploads/Department/logistics_64344_ЛОГИСТИКА%2010%20_%202023-1.png&quot; width=&quot;498&quot; height=&quot;331&quot; alt=&quot;logistics_64344_ЛОГИСТИКА 10 _ 2023-1.png&quot; title=&quot;logistics_64344_ЛОГИСТИКА 10 _ 2023-1.png&quot;&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;/uploads/Department/logistics_64344_ЛОГИСТИКА%2010%20_%202023-%202.png&quot; width=&quot;498&quot; height=&quot;334&quot; alt=&quot;logistics_64344_ЛОГИСТИКА 10 _ 2023- 2.png&quot; title=&quot;logistics_64344_ЛОГИСТИКА 10 _ 2023- 2.png&quot;&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
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&lt;p&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 10 Mar 2025 13:19:19 GMT</pubDate>
    </item>
    <item>
      <title>УКАЗАНИЯ ЗА ПРОВЕЖДАНЕ НА ПРЕДДИПЛОМЕН СТАЖ ЗА СТУДЕНТИТЕ ОТ ОКС БАКАЛАВЪР,  СПЕЦИАЛНОСТ “БИЗНЕС ЛОГИСТИКА”</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/62980/from-rss.html</link>
      <description>&lt;p&gt;Преддипломният стаж, от една страна, има за цел да затвърди теоретичните знания на студентите, получени по време на обучението си в специалност &amp;bdquo;Бизнес логистика&amp;ldquo;, и да разкрие приложението на теоретичните концепции и постановки на логистиката в реална фирмена среда, а от друга, допринася за придобиването на адекватна на тенденциите практическа подготовка на студентите и подпомага разбирането на изучаваната на теория материя. Освен това, преддипломният стаж предоставя възможност студентите професионално да се реализират и развиват в изучаваната област. &lt;b&gt;&lt;i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;Преддипломният стаж е задължителна част от обучението на студентите в съответствие със Закона за висшето образование. Съгласно учебния план, по който се осъществява обучението на студентите в ОКС &amp;bdquo;бакалавър&amp;ldquo; от специалност &amp;bdquo;Бизнес логистика&amp;ldquo;, преддипломният стаж се провежда през последната година на обучение &amp;ndash; VII/VIII семестър. Като задължителен елемент на учебния план стажът се оценява. Получената оценка и придобитите кредити се вписват в дипломата за завършена бакалавърска степен по специалност &amp;bdquo;Бизнес логистика&amp;ldquo;. Продължителността на преддипломния стаж съгласно учебния план е 120 учебни часа или общо 90 работни часа.&lt;/p&gt;
&lt;p&gt;Студентите сами осигуряват фирмите на основата на поставените задачи за провеждането на стажове. На този етап е важно изборът на фирмата да бъде консултиран с ръководителя на преддипломния стаж с цел да бъде намерен подходящ обект за провеждане на преддипломния стаж. Когато студентът среща трудности при намирането на обект за провеждане на преддипломния стаж, той следва да се обърне за съдействие към ръководителя на преддипломния стаж (гл. ас. д-р Стиляна Микова) и/или ръководителя на катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;. Препоръчително е избраните фирми да осъществяват дейност, която разкрива възможности за приложение на логистичния подход в управлението на материалните и свързаните с тях потоци /производствена, търговска, логистична дейност/.&lt;/p&gt;
&lt;p&gt;Преддипломният стаж се ръководи от научен ръководител от катедрата (ръководителя на преддипломния стаж) и ментор от страна на фирмата. Научният ръководител може да определи индивидуалните задачи на студента, които са свързани със спецификата на дейността на фирмата и които същевременно съответстват на обучението. Менторът от фирмата оперативно ръководи и подпомага студента при проучване на съответните въпроси.&lt;/p&gt;
&lt;p&gt;Отговорност на студента е да контактува с ръководителя на преддипломния стаж и да се консултира с него във връзка със задачите, които следва да изпълни по време на стажа, а така също и във връзка с избора на подходяща за провеждането й фирма, анализа и синтезирането на резултатите от него.&lt;/p&gt;
&lt;p&gt;При започването на преддипломния стаж студентът следва да намери лице от фирмата, което да бъде ментор на практиката му, което да го запознае с основните детайли на извършваната дейност, специфичните особености, свързани с конкретната фирма и да следи за изпълняваните от студента ежедневни задачи. В процеса на провеждане на стажа студентът събира информация, данни за дейността на фирмата, прави необходимите проучвания, които в следващия етап ще му послужат за изготвяне на отчета. След приключване на стажа студентът следва да обработи събраната информация и да изготви отчет за резултатите от изпълнението на поставените му от ръководителя на стажа задачи. Отчетът заедно с издадена служебна бележка /издадено удостоверение от фирмата, удостоверяващи фактите за проведения преддипломен стаж (вж. приложения образец), се предават на ръководителя на стажа в деня на защитата. Провежда се защита на базата на представения отчет и допълнително зададени въпроси от страна на преподавателя, който ръководи преддипломния стаж. Защитата се състои в кратко експозе на резултатите от проведения стаж. В него се дефинира предметът на дейност на фирмата, организацията на логистичния процес, разкритите от студента проблемни области/ слабости, както и препоръките отправени към фирменото ръководство. Ръководителят на стажа задава допълнителни и уточняващи въпроси. Защитата се провежда в края на семестъра на предварително определени от ръководителя на преддипломния стаж дати или по време на редовната/поправителната изпитна сесия, оповестени в секция &amp;bdquo;разписание&amp;ldquo; на сайта на УНСС.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div&gt;
&lt;p&gt;&lt;b&gt;Отчитане и защита на стажа: &lt;/b&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;p&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Писмен отчет за проведения преддипломен стаж;&lt;b&gt;&lt;i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Служебна бележка/удостоверение на фирмена бланка (ако има такава) с изходящ номер, дата, печат и подпис, съдържаща всички данни на студента, период и място на провеждане на стажа.&lt;b&gt;&lt;i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;_&lt;/b&gt;&lt;b&gt;&lt;i&gt;____________________________________________________________&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;__________&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;____&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;Крайната оценка (КО) е двукомпонентна и се формира, както следва:&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;КО = 0,5 x Оценка отчет + 0,5 x Оценка защита.&lt;/p&gt;
&lt;p&gt;&lt;b&gt;______________________________________________________________&lt;/b&gt;&lt;b&gt;__________&lt;/b&gt;&lt;b&gt;_&lt;/b&gt;&lt;b&gt;_&lt;/b&gt;&lt;b&gt;_&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Оценката се формира на основата на изготвения отчет и проведената защита. Оценката е средна аритметична оценка на оценките на двата компонента (отчет и защита). При това, особено значение имат способностите на студента да се справя със задачите от реалната стопанска практика, да събира и анализира информация, да защити изводите, които е направил във връзка с проведения стаж. Ценността на тази форма на обучение е безспорна и се определя от процесите, които протичат в реалния стопански живот. Динамиката на развитието на техниката и технологиите, бързата промяна на околната среда налагат в самия образователен процес да бъде развита способността за адаптация на младите специалисти, която ще има съществено значение за бъдещото им развитие. Възможността за прилагане на знанията, получени в учебните занятия, адаптирането им към действителните условия и проверката на степента на познаване на теоретичната материя трябва да бъдат в основата на оценката на студента по време на неговото обучение. Важно значение има възможността за сравнение и анализ на теоретичните модели с тези, които действат в практиката.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div&gt;
&lt;p&gt;&lt;b&gt;Основни задачи при провеждането на стажа &lt;/b&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Запознаване с предмета на дейност на фирмата и организационно-управленската й структура.&lt;/li&gt;
&lt;li&gt;Идентифициране на отрасъла, в който фирмата осъществява своята дейност.&lt;/li&gt;
&lt;li&gt;Описание, картографиране и анализ на протичащите входящи/вътрешни/изходящи и обратни материални потоци и свързаните с тях други потоци.&lt;/li&gt;
&lt;li&gt;Представяне на спецификата на логистиката в избрания обект &amp;ndash; определяне на типа логистика, която преобладава (входяща, изходяща или балансирана входящо-изходяща логистика).&lt;/li&gt;
&lt;li&gt;Определяне на типа на производствения процес.&lt;/li&gt;
&lt;li&gt;Представяне на логистичните характеристики на продуктите &amp;ndash; теглова, стойностна концентрация, рискови характеристики и степен на заменяемост.&lt;/li&gt;
&lt;li&gt;Определяне на особеностите на входящия, вътрешния и изходящия материален поток &amp;ndash; ритмичност, честота на протичане на потока.&lt;/li&gt;
&lt;li&gt;Описание на протичащия документооборот. Ако имат отношение към изследваните процеси, като приложение към отчета се представят и образци на документи &amp;ndash; заявки за доставка, план-графици за транспорта, складови разписки, стокови разписки и др.&lt;/li&gt;
&lt;li&gt;Проучване на функционалните връзки между звената, участващи в управлението на материалните потоци /входящи, вътрешни, изходящи/ и онагледяването им посредством логически блок-схеми и диаграми.&lt;/li&gt;
&lt;li&gt;Идентифициране на основните доставчици, регламентите за техния избор, оценка, технология и процедури за подаване на поръчки.&lt;/li&gt;
&lt;li&gt;Идентифициране на основните вътрешни клиенти и организацията на движението на потока от незавършено производство и готови продукти.&lt;/li&gt;
&lt;li&gt;Определяне на основните клиенти и наличието на система от показатели за тяхната оценка.&lt;/li&gt;
&lt;li&gt;Представяне на процедурите за обслужване на клиентите и на прилаганите стандарти за обслужване на клиентите, ако има такива.&lt;/li&gt;
&lt;li&gt;Идентифициране на използваните видове транспорт. Оценка на използвания вид транспорт, наличието и структурата на автопарка.&lt;/li&gt;
&lt;li&gt;Характеристика на използваните дистрибуционни канали и наличието на посредници.&lt;/li&gt;
&lt;li&gt;Идентифициране и оценка на прилаганата стратегия за управление на запасите.&lt;/li&gt;
&lt;li&gt;Определяне на основните съображения, свързани с избора на териториално разположение на постоянните съоръжения. Приложени ли са някои от познатите ни методи?&lt;/li&gt;
&lt;li&gt;Изследват ли се логистичните разходи? Ако да, за кои от тях се поддържат бази данни?&lt;/li&gt;
&lt;li&gt;Наличие на практики, свързани с логистичен аутсорсинг.&lt;/li&gt;
&lt;li&gt;Наличие на складови съоръжения, тип (покрити, закрити, специализирани, универсални складове и т.н.). Обща характеристика на капацитета на складовите съоръжения и тяхното оборудване.&lt;/li&gt;
&lt;li&gt;Идентифициране на използваните опаковки и технологията за етикетиране.&lt;/li&gt;
&lt;li&gt;Проучване на информационната система &amp;ndash; функционални възможности и оценка на степента на нейната адекватност спрямо организацията на логистичните процеси.&lt;/li&gt;
&lt;li&gt;Наличие/ отсъствие на практики по обратна логистика и управление на обратния материален поток.&lt;/li&gt;
&lt;li&gt;Степен на прилагане на устойчиви логистични решения &amp;ndash; зелени складове, употреба на опаковки от рециклирана хартия, употребата на алтернативни горива в транспорта, използването на екологично чисти горива за технологични нужди, др.&lt;/li&gt;
&lt;li&gt;Пропуски в регламентирането на логистичните процеси, в т.ч. по отношение на: приемането и предаването на получените суровини и материали за производството; съхранението на незавършено производство; приемането на склад, съхранението и предаването на готова продукция; регулирани производствени процеси, в т.ч. по отношение на операционната (технологична) ефективност и осигуряване и контрол на качеството; поява на тесни места в технологичния поток (като резултат от недостатъчно добро нормиране и планиране на операциите).&lt;/li&gt;
&lt;li&gt;Методики и инструкции за осъществяване на технологичната подготовка на производството и производствена програма; оперативни производствени инструкции, в т.ч.: определяне на технологията и подготовка на технологичната документация; тестване на технологията и настройка на машините и съоръженията; определяне на специфични указания по отношение на технологията на производство и настройката на машините и съоръженията.&lt;/li&gt;
&lt;li&gt;Изготвяне на производствена програма, в т.ч.: оптимизация по срокове, изделия, технологични пътища и настройка на машини и съоръжения; създаване на документация с производствен и организационен характер (разпределение на операции по работни места, графици за пренастройка на машини и съоръжения, технологични графици, както и кой, кога, къде, към какво да се отнася с повишено внимание).&lt;/li&gt;
&lt;li&gt;Възможни проблеми и пропуски в: процедура по създаване на технологични схеми; процедури по разпределението на операциите по работни места и изпълнителите по работни места; процедура по документация за оптимизация на производствената програма; документация съдържаща производствени графици.&lt;/li&gt;
&lt;li&gt;Организация на поддръжка на машини и съоръжения: технически карти придружаващи машините и документи за състоянието на машинния парк и съоръженията (техническа документация за настройките, ремонтите и остатъчния ресурс на машините); документи регистриращи и отчитащи извършената работа по поддръжка; графици за профилактика и почистване на машините и съоръженията, планове за ремонт; аварийни актове и спецификация и отчет на вложени резервни части; система за отчитане на извършената работа и система за отчитане на персоналния принос на всеки от техническия персонал.&lt;/li&gt;
&lt;li&gt;Възможни проблеми и пропуски в съществуващи или липсващи: процедури по установяване на качеството; процедури по разрешаване на конфликти, възникващи по отношение на технологията; процедури, регламентиращи разпоредителските функции, както и по отношение на осигуряване на контрол на качеството &amp;ndash; възникване на спорове и конфликти относно качеството на отделните изделия; &amp;ldquo;Система за осигуряване на качеството&amp;rdquo; със съответните процедури.&lt;/li&gt;
&lt;li&gt;Документи, регистриращи производствени резултати (работни карти за отчитане на извършената работа) за всяко работно място в потока на производството.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/i&gt;&lt;/b&gt;&lt;b&gt;В заключение студентите представят няколко препоръки за усъвършенстване на логистичните процеси. Описват придобитите знания и умения и знанията, които са се оказали най-важни при извършването на практическите задачи във фирмата. &lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Горепосочените задачи не обхващат пълният набор от възможности за проучване. Допълнително могат да се обхванат проблеми, определени от специфичните интереси на студентите и възможностите, предлагани от фирмите &amp;ndash; например в конкретни функционални области на движение на материалния поток или отделни логистични дейности.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Настоящите указания са актуализирани през януари 2025 г.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Приложение:&lt;/b&gt; Образец на служебна бележка/удостоверение за проведен стаж. Служебната бележка/удостоверението следва да съдържа посочените в образеца реквизити, в т.ч. да бъде на фирмена бланка (ако има такава) с изходящ номер, дата, печат и подпис; да съдържа всички данни на студента, период и място на провеждане на стажа.&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 21 Feb 2025 10:23:21 GMT</pubDate>
    </item>
    <item>
      <title>Академични наставници и студенти отговорници за ОКС Магистър, ОКС Бакалавър и ОНС Доктор</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/26630/from-rss.html</link>
      <description>&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&lt;i&gt;РЕГИСТЪР НА АКАДЕМИЧНИТЕ НАСТАВНИЦИ&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&lt;i&gt;И ОТГОВОРНИЦИТЕ-СТУДЕНТИ за учебната 2024/ 2025година&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;table border=&quot;1&quot; cellspacing=&quot;0&quot; cellpadding=&quot;0&quot; style=&quot;width: 879px;&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td width=&quot;879&quot; colspan=&quot;5&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&lt;b&gt;ОКС &amp;bdquo;БАКАЛАВЪР&amp;ldquo;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;СПЕЦИАЛНОСТ &amp;ndash; &amp;bdquo;БИЗНЕС ЛОГИСТИКА&amp;ldquo;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;81&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;КУРС&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;193&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;АКАДЕМИЧЕН НАСТАВНИК&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;170&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ДАННИ ЗА КОНТАКТ&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;199&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ОТГОВОРНИК-СТУДЕНТ&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;235&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ДАННИ ЗА КОНТАКТ&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;81&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;I&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;193&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Гл. ас. д-р Петя Филева&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;170&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;pfileva@unwe.bg&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;199&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;Михаела Благоева&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;235&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;mblagoeva_24150354@unwe.bg&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;81&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;II&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;193&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Гл. ас. д-р Лиляна Михова&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;170&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;lmihova@unwe.bg&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;199&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;Даря Виткова&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;Александра Димитрова&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;235&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;dvitkova_2344276@unwe.bg&amp;nbsp;&lt;/p&gt;
&lt;p&gt;adimitrova_23150388@unwe.bg&amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;81&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;III&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;193&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Ас. д-р Иво Анев&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;170&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;ianev@unwe.bg&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;199&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;235&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;81&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;IV&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;193&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Гл. ас. д-р Мирослав Стефанов&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;170&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;m.stefanov@unwe.bg&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;199&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;Тереза Мичева&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;Петя Медарова&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;Ива Мънчева&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;235&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;tmicheva_21150341@unwe.bg&lt;/p&gt;
&lt;p&gt;pmedarova_21150368@unwe.bg&lt;/p&gt;
&lt;p&gt;imancheva_21150361@unwe.bg&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;table border=&quot;1&quot; cellspacing=&quot;0&quot; cellpadding=&quot;0&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td width=&quot;866&quot; colspan=&quot;4&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&lt;b&gt;ОКС &amp;bdquo;МАГИСТЪР&amp;ldquo;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;СПЕЦИАЛНОСТ &amp;ndash; &amp;bdquo;БИЗНЕС ЛОГИСТИКА И ВЕРИГИ НА ДОСТАВКИТЕ&amp;ldquo;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;262&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;АКАДЕМИЧЕН НАСТАВНИК&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;172&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ДАННИ ЗА КОНТАКТ&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;186&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ОТГОВОРНИК-СТУДЕНТ&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;246&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ДАННИ ЗА КОНТАКТ&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;262&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;Проф. д-р Мирослава Раковска &amp;ndash; I ви курс&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;172&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;miroslava.rakovska@unwe.bg&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;186&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;246&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;262&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;Доц. д-р Николай Драгомиров -&amp;nbsp; III ти курс&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;172&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;ndragomirov@unwe.bg&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;186&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;246&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;table border=&quot;1&quot; cellspacing=&quot;0&quot; cellpadding=&quot;0&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td width=&quot;866&quot; colspan=&quot;4&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&lt;b&gt;ОКС &amp;bdquo;МАГИСТЪР&amp;ldquo;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;СПЕЦИАЛНОСТ &amp;ndash; &amp;bdquo; УПРАВЛЕНИЕ НА ВЕРИГАТА НА ДОСТАВКИТЕ&amp;ldquo;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;283&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;АКАДЕМИЧЕН НАСТАВНИК&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;180&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ДАННИ ЗА КОНТАКТ&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;204&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ОТГОВОРНИК-СТУДЕНТ&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;199&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ДАННИ ЗА КОНТАКТ&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;283&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Гл. ас. д-р Мирослав Стефанов&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;180&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;m.stefanov@unwe.bg&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;204&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;Никол Димитрова&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;199&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;ndimitrova_2420843@unwe.bg&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;table border=&quot;1&quot; cellspacing=&quot;0&quot; cellpadding=&quot;0&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td width=&quot;866&quot; colspan=&quot;4&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&lt;b&gt;ОНС &amp;bdquo;ДОКТОР&amp;ldquo;&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;283&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;АКАДЕМИЧЕН НАСТАВНИК&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;180&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ДАННИ ЗА КОНТАКТ&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;208&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ОТГОВОРНИК-ДОКТОРАНТ&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;196&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ДАННИ ЗА КОНТАКТ&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;283&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;Проф. д-р Мирослава Раковска&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;180&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;miroslava.rakovska@unwe.bg&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;208&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;center&quot;&gt;Арно Хартюн Куюмджиян&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;196&quot; valign=&quot;top&quot;&gt;arno.kuiumdjian@unwe.bg&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Thu, 13 Feb 2025 08:37:27 GMT</pubDate>
    </item>
    <item>
      <title>Бордът на съветниците към катедра „Логистика и вериги на доставките“ </title>
      <link>http://departments.unwe.bg/logistics/bg/pages/13006/from-rss.html</link>
      <description>&lt;p&gt;се състои от висши мениджъри по логистика, снабдяване или верига на доставките в компании с глобален обхват на дейността и лидери в приложението на най-добрите практики по логистика и управление на веригата на доставките. Основната функция на борда е да предлага инициативи за обвързване на обучението, бизнеса и научните изследвания в областта на логистиката и управлението на веригата на доставките и да съдейства за тяхната реализация с оглед подобряване на възможностите за професионална реализация на студентите, обучаващи се по специалностите, водени от катедрата.&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;/uploads/Department/цветомир2.png&quot; alt=&quot;цветомир2.png&quot; title=&quot;цветомир2.png&quot; width=&quot;124&quot; height=&quot;135&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;font-size: small;&quot;&gt; Цветомир Стоянов - &lt;/span&gt;Operations and Logistics&amp;nbsp; Director at Phoenix Pharma.&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;/uploads/Department/георги.png&quot; alt=&quot;георги.png&quot; title=&quot;георги.png&quot; width=&quot;128&quot; height=&quot;145&quot;&gt;&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;Георги Христов - Supply Chain &amp;amp;&amp;nbsp;Operations Director, Sopharma Trading&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;http://departments.unwe.bg/Uploads/Department/logistics_17ec5_Emil%20Dimitrov-Head%20of%20Logistics-KAUFLAND%20BULGARIA%20EOOD.jpg&quot; width=&quot;125&quot; height=&quot;168&quot;&gt; &lt;span style=&quot;font-size: small;&quot;&gt;Емил Димитров - &lt;span style=&quot;font-size: small;&quot;&gt;BTL Industries, &lt;span style=&quot;font-size: small;&quot;&gt;Warehous Manager&lt;/span&gt;&lt;/span&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;fbPhotosPhotoCaption&quot; tabindex=&quot;0&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot; id=&quot;fbPhotoSnowliftCaption&quot;&gt;&lt;span class=&quot;hasCaption&quot;&gt;&amp;nbsp;&lt;img src=&quot;/uploads/Department/history-ovassilevska.jpg&quot; alt=&quot;history-ovassilevska.jpg&quot; title=&quot;history-ovassilevska.jpg&quot; width=&quot;127&quot; height=&quot;143&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Олга Василевска -&amp;nbsp;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;fbPhotosPhotoCaption&quot; tabindex=&quot;0&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot; id=&quot;fbPhotoSnowliftCaption&quot;&gt;&lt;span class=&quot;hasCaption&quot;&gt;Co-founder &amp;amp; Chairman of the Management board&lt;span class=&quot;st&quot;&gt; &lt;em&gt;MW Logistica&lt;/em&gt; OOD&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;img src=&quot;/uploads/Department/Pic_Linkedin_BW.jpg&quot; alt=&quot;Pic_Linkedin_BW.jpg&quot; title=&quot;Pic_Linkedin_BW.jpg&quot; width=&quot;128&quot; height=&quot;168&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; Паско Пасков - CEO, Step-Soft Alliance / ERP Systems for Trade, Manufacturing, and Logistics&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;img src=&quot;/uploads/Department/NewPhoto.png&quot; alt=&quot;NewPhoto.png&quot; title=&quot;NewPhoto.png&quot; width=&quot;134&quot; height=&quot;166&quot;&gt;Боян Джамбазов -&lt;/span&gt; Project Manager &amp;bdquo;STEDO SOFT&amp;ldquo; LTD&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;img src=&quot;/uploads/Department/PS.jpg&quot; alt=&quot;PS.jpg&quot; title=&quot;PS.jpg&quot; width=&quot;134&quot; height=&quot;151&quot;&gt; Пламен Селнички - Мениджър сектор Логистика, ДМ България ЕООД&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;img 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&quot; alt=&quot;&quot; width=&quot;132&quot; height=&quot;130&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Димитър Димитров&lt;b&gt;, &lt;/b&gt;Мениджър Развитие на веригата на доставките в Шенкер ЕООД&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 14 Oct 2024 07:53:06 GMT</pubDate>
    </item>
    <item>
      <title>Международна акредитация от Европейската асоциация по логистика (European Logistics Association - ELA)</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/12883/from-rss.html</link>
      <description>&lt;div class=&quot;article-content&quot;&gt;
&lt;p&gt;Бакалавърската програма &amp;bdquo;Бизнес логистика&amp;ldquo;, както и магистърските програми &amp;bdquo;Бизнес логистика и вериги на доставките&amp;ldquo; и &amp;bdquo;Управление на веригата на доставките&amp;ldquo; на катедра &amp;bdquo;Логистика&amp;ldquo; към УНСС са първите акредитирани програми в България от Европейската асоциация по логистика (European Logistics Association &amp;ndash; ELA).&amp;nbsp;&lt;/p&gt;
&lt;div class=&quot;WordSection1&quot;&gt;
&lt;p&gt;ELA е федерация на независими национални логистични асоциации на страни от цяла Европа и извън нея, които работят за промоция и развитие на професията в областта на логистика и на управлението на веригата на доставките. В резултат на активното си сътрудничество с бизнеса, ELA създава сертификационни стандарти за компетентност в тази област.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Предлаганата от ELA квалификационна система за сертифициране на специалисти по логистика и по управление на веригата на доставките е базирана на Европейската квалификационна рамка (ЕКР). Тя получава широко признание в бизнеса и е възприета от авторитетни институции като Световната банка, Европейската инвестиционна банка и ООН при изготвянето на различни механизми и политики за повишаване на логистичната ефективност.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;В резултат на акредитацията, всички студенти, които са завършили успешно обучението си по съответната програма, ще имат право да получат международно признат професионален сертификат от ELA, след доказване на 3 години професионален стаж по специалността за съответното ниво.&lt;/p&gt;
&lt;p&gt;Този сертификат ще гарантира тяхната професионална пригодност, ще им осигури предимство на пазара на труда и успешна професионална реализация в български и чуждестранни компании.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Сертификатът ELA признава компетенциите и потвърждава опита на логистиците на три нива:&lt;/p&gt;
&lt;p&gt;- EJLog &amp;ndash; European Junior Logistician on the Supervisory/Operational Management level, съответстващо на ниво 4 на ЕКР;&lt;/p&gt;
&lt;p&gt;- ESLog &amp;ndash; European Senior Logistician on the Senior Management level, съответстващо на ниво 6 на ЕКР;&lt;/p&gt;
&lt;p&gt;- EMLog &amp;ndash; European Master Logistician on the Strategic Management level, съответстващо на ниво 7 на ЕКР.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Специалностите, обучавани към катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; в ОКС &amp;bdquo;бакалавър&amp;ldquo; и в ОКС &amp;bdquo;магистър&amp;ldquo; покриват две от трите квалификационни нива без полагане на изпит. Акредитираните програми, съответно признати нива на сертификация, са както следва:&lt;/p&gt;
&lt;img src=&quot;https://www.unwe.bg/Uploads/Main/c000a_Picture1.png&quot; width=&quot;541&quot; height=&quot;271&quot; alt=&quot;Квалификационни нива&quot; style=&quot;vertical-align: middle; display: block; margin-left: auto; margin-right: auto;&quot;&gt;&lt;/div&gt;
&lt;p&gt;ELA стандартите имат единна рамка, която обхваща 9 ключови области на компетенции (модули) по логистика и управление на веригата на доставките, от които 4 са задължителни, а останалите 5 &amp;ndash; избираеми (вж. схемата по-долу).&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;Структура на модулите&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;https://www.unwe.bg/Uploads/Main/c000a_Picture2.png&quot; width=&quot;510&quot; height=&quot;207&quot; alt=&quot;Структура на модулите&quot;&gt;&lt;/p&gt;
&lt;p&gt;*Представената структура на модулите е валидна за всички нива на сертификация.&lt;/p&gt;
&lt;/div&gt;</description>
      <author>УНСС</author>
      <pubDate>Thu, 27 Jun 2024 10:57:25 GMT</pubDate>
    </item>
    <item>
      <title>ИЗПИТНА ПРОГРАМА  за конкурс за докторантура в УНСС  по специалност Икономика и управление /Логистика и вериги на доставките/</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/6803/from-rss.html</link>
      <description></description>
      <author>УНСС</author>
      <pubDate>Wed, 29 May 2024 13:31:36 GMT</pubDate>
    </item>
    <item>
      <title>доктор</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/5107/from-rss.html</link>
      <description>&lt;p&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;УНСС е единственият университет&lt;/b&gt;&lt;i&gt; &lt;/i&gt;в България, който предлага обучение в ОНС &amp;bdquo;доктор&amp;ldquo; по докторска програма &amp;bdquo;Икономика и управление (Логистика и вериги на доставките)&amp;ldquo;.Обучаващото звено е катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;.&lt;/p&gt;
&lt;p&gt;Програмате е изключително атрактивна за представители на бизнеса (специалисти и мениджъри ), желаещи да повишат квалификацията си и да ускорят и подобрят кариерното си развитие, а също и за лица, търсещи професионална реализация в научно-изследователската и образователната дейност.&lt;/p&gt;
&lt;p&gt;Приемът, обучението на докторанти по докторската програмата &amp;ldquo;Икономика и управление (Логистика и вериги на доставките)&amp;ldquo; и защитата на дисертационните трудове се провеждат в съответствие със законовите разпоредби, отнасящи се до докторантурата - Закон за висшето образование, Закон за развитие на академичния състав в Република България, Правилник за прилагане на закона за развитие на академичния състав в Република България.&amp;nbsp; Тази правна рамка представлява нормативното основание за&amp;nbsp; провеждане на всички процедури по подготовката на докторанти в програмата.&lt;/p&gt;
&lt;p&gt;Разработената учебна документация за обучение на докторантите, включваща учебен план, учебни програми, въпросници, програма за конкурсен изпит за докторантура, индивидуален учебен план и отчет за изпълнението на индивидуален учебен план, изцяло съответства на посочените правилници на УНСС и на релевантната актуална национална правна рамка.&lt;/p&gt;
&lt;p&gt;По докторската програма &amp;ldquo;Икономика и управление (Логистика и вериги на доставките)&amp;ldquo; се обучават докторанти в редовна, задочна форма и на самостоятелна подготовка.&lt;/p&gt;
&lt;p&gt;Срокът на обучение в в редовна и на самостоятелна подготовка е до 3 г., а в задочна докторантура до 4 години Формата на самостоятелна подготовка се различава до известна степен по процедурата за зачисляване от другите две форми.&lt;/p&gt;
&lt;p&gt;При редовната и задочната форма на докторантура конкурсите за прием на докторанти се обявяват в съответствие с утвърдения брой в постановление на Министерския съвет в Държавен вестник и на интернет страницата на УНСС със заповед на ректора на УНСС, по предложение на заместник-ректора по (НИД) въз основа на предложения, направени от катедрите.Документите на кандидатите се разглеждат от комисия за допускането им до конкурса, формирана от декана на факултет &amp;ldquo;Икономика на инфраструктурата&amp;rdquo;.&lt;/p&gt;
&lt;p&gt;Одобрените за участие в конкурсите кандидати полагат конкурсни изпити по специалността и по западен език. Конкурсният изпит по специалността се провежда от комисия, състояща се от минимум 3 хабилитирани преподаватели &amp;nbsp;или преподаватели, притежаващи ОНС &amp;bdquo;доктор&amp;ldquo;, в писмена и устна форма по две теми от &amp;bdquo;Програма за конкурсен изпит&amp;ldquo;, разработена от катедра &amp;ldquo;Логистика и вериги на доставките&amp;rdquo; и утвърдена от заместник-ректора по НИД на УНСС. Конкурсният изпит по западен език се провежда също в писмена и устна форма от двучленна комисия, съставена от преподаватели от катедра &amp;ldquo;Чужди езици и приложна лингвистика&amp;rdquo;. Комисиите се назначават със заповед на заместник-ректора по НИД на УНСС.&lt;/p&gt;
&lt;p&gt;За успешно издържали се смятат тези кандидати, които&amp;nbsp; на изпита по специалността имат средна оценка най-малко много добър (5,00) и не по-малко от 4,50 на писмения изпит, а на изпита по чуждестранен език оценката е най-малко добър (4,00). След приключване на изпитите изпитните протоколи и писмените работи на кандидатите се представят в сектор &amp;bdquo;Докторантури&amp;ldquo;, който ги предоставя, заедно с документите на кандидата и придружително писмо на заместник-ректора по НИД, на ръководителя на катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;. Последният подготвя доклад до Факултетния съвет (ФС), който съдържа резултатите от изпита по специалността и западния език за всеки кандидат, средния успех от дипломата за висше образование, научните и научно-приложните разработки на кандидатите и предложения за избор, тематично направление, форма на обучение и научен ръководител, който е хабилитирано лице.&lt;/p&gt;
&lt;p&gt;Докладът се представя на първото следващо заседание на ФС. Изборът се извършва от ФС и се счита за законен, ако присъстват най-малко 2/3 от списъчния състав. Решението се взема с обикновено мнозинство и явно гласуване.&lt;/p&gt;
&lt;p&gt;Въз основа на проведения избор ректорът издава заповед за зачисляване. В срок от 3 месеца след зачисляването докторантът и научният му ръководител разработват индивидуален учебен план за работата за целия срок на докторантурата, който се обсъжда и приема от Катедрения съвет (КС) и се одобрява от ФС.&lt;/p&gt;
&lt;p&gt;До края на срока на докторантурата докторантът трябва да е завършил дисертацията си и всички предвидени в индивидуалния план дейности по обучението. Дисертационният труд се депозира в дирекция &amp;bdquo;Наука&amp;ldquo;, която я предава в катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; заедно със заповед на заместник-ректора по НИД за организиране на обсъждане и вземане на решение по защитата. Ако решението е за откриване на процедура за защита, КС прави предложение за състав на научното жури. Ръководителят на катедрата представя доклад до декана на факултета за взетите решения. Катедреният съвет може да вземе решение и за отстраняване на някои недостатъци или съдържателно усъвършенстване на дисертацията, след което се провежда ново обсъждане за вземане на съответното решение.&lt;/p&gt;
&lt;p&gt;При докторантурата на самостоятелна подготовка не се провежда конкурс и бройките не са ограничени. Кандидатът за зачисляване заедно с документите представят в сектор &amp;bdquo;Докторантури&amp;ldquo; научна разработка от областта на логистиката, която в голяма степен (около 80%) представлява завършена дисертация. След заповед на заместник-ректора по НИД представената разработка се обсъжда на заседание на катедрата в присъствието на кандидата. &amp;nbsp;За обсъждането се подготвят две писмени становища от определени от катедрата хабилитирани лица или лица с ОНС &amp;bdquo;доктор&amp;rdquo;, заемащи академична длъжност в УНСС. Катедрата взема решение за зачисляване или не. Ако се вземе решение за зачисляване, процедурата е същата както при другите две форми.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Wed, 29 May 2024 13:24:55 GMT</pubDate>
    </item>
    <item>
      <title>докторанти - обучение</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/6801/from-rss.html</link>
      <description>&lt;p&gt;Докторската програма &amp;bdquo;&lt;strong&gt;Икономика и управление (Логистика и вериги на доставките)&amp;ldquo;&lt;/strong&gt; е единствена в страната и като такава има &lt;i&gt;уникални специфични характеристики&lt;/i&gt; в контекста на българската академична среда. В катедра &amp;ldquo;Логистика и вериги на доставките&amp;rdquo; цялостната научноизследователска дейност е насочена към реалните проблеми на развитието на логистиката, логистичния сектор и веригите на доставки&amp;nbsp; в България , което предопределя и засиления специализиран фокус на докторската програма.&lt;/p&gt;
&lt;p&gt;Развитието на науката в тази сфера е основано на пренасяне и адаптиране на световните постижения в областта, но също и на изследване на специфичните особености на приложението на логистичната и концепцията за веригата на доставките в българската практика.&lt;/p&gt;
&lt;p&gt;Докторантите към катедрата се обучават в различни специализирани курсове, като в разработения учебен план е балансирано обучението свързано с повишаване и задълбочаване на общата икономическа подготовка (чрез фундаментални дисциплини) и специалната подготовка (чрез специализирани дисциплини). Докторантите се насочват и към изследване на актуални проблеми на различни йерархични равнища на науката и практиката в тази изследователска област. Те участват и в редица курсове и програми, които разширяват обхвата на професионалните им умения.&lt;/p&gt;
&lt;p&gt;По-конкретно, по отношение на учебния план, още в самото начало на обучението, при основната, базова подготовка, акцентът е поставен върху задълбочено изучаване на по-високо равнище на основополагащи дисциплини, преподавани от висококвалифицирани кадри от университета&amp;nbsp; със сериозен теоретичен и практически опит в тази сфера. Това обучение е солидна основа за последващата специална подготовка с акцент върху изследване и изучаване на актуалните проблеми на логистичната теория и практика, на специфичните методи за изследване, моделиране и симулация в логистиката и веригите на доставки /или подготовката на реферат или тематичен проект по логистика и вериги на доставките, които представят теоретико-методологичните и методическите основи в изследователското поле. В научно-методическата подготовка конкурентно предимство е използването на широк набор от техники и методи, вкл. математически и статистически при научната работа.&lt;/p&gt;
&lt;p&gt;Докторантите придобиват специфични компетентности&amp;nbsp; и умения и с участието си в обучението на студенти по логистика и вериги на доставките, както и при подготовката на своите публикации и участията си в научни форуми. Качеството на обучението по докторската програма се обуславя и от факта, че то се провежда в неголеми групи или индивидуално, което позволява персонален подход към докторантите.&lt;/p&gt;
&lt;p&gt;Всички посочени&amp;nbsp; дейности по обучението на докторантите са конкретизирани в индивидуалния учебен план на докторанта, изготвен съвместно с научния ръководител веднага след зачисляването в докторантура. Подготовката и изпълнението на образователната и научната програма е основана на европейската система за трансфер на кредити.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Wed, 29 May 2024 13:02:12 GMT</pubDate>
    </item>
    <item>
      <title>Акредитация ELA 2024</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/12882/from-rss.html</link>
      <description>&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot;&gt;&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot;&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 01 Apr 2024 12:20:19 GMT</pubDate>
    </item>
    <item>
      <title>Възпитанниците на катедрата за нас  - Калоян Банков дипломиран магистър специалност Управление на ВД</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/27945/from-rss.html</link>
      <description>&lt;p&gt;&lt;span style=&quot;color: #000080;&quot;&gt;&lt;b&gt;Здравей Калоян, какво е за теб логистиката и защо реши да продължиш с магистратура по &amp;bdquo;Управление на веригата на доставки&amp;ldquo; след завършена бакалавърска специалност &amp;bdquo;Бизнес логистика&amp;ldquo;?&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Откакто започнах да уча &amp;bdquo;Бизнес логистика&amp;ldquo;, осъзнах, че &lt;b&gt;тя е навсякъде в нашето ежедневие.&lt;/b&gt; &lt;b&gt;Няма предмет около нас, който да не е минал през трите фази на логистиката &amp;ndash; снабдяване, производство и дистрибуция.&lt;/b&gt; Колкото по-добре бъде осъзнато &lt;b&gt;значението на логистиката&lt;/b&gt; и управлението на веригата на доставка, толкова&amp;nbsp; &lt;b&gt;по-добри резултати биха имали отделните бизнеси&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Имам принцип, че човек никога не трябва да е доволен с настоящето и трябва винаги да се стреми към постигането на нови висоти. Именно поради това не се задоволих със завършването на бакалавър и избрах да запиша и магистърската степен по &amp;bdquo;Управление на веригите на доставки&amp;ldquo; към катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Бях вдъхновен от завършването на специалността &amp;bdquo;Бизнес логистика&amp;ldquo; и бях решил, че това е моята сфера на професионално развитие. Поради тази причина реших, че е рационално да задълбоча познанията си в сферата. Следващата причина, поради която направих избора си беше, че &lt;b&gt;бях много щастлив с преподавателския колектив&lt;/b&gt; и материята, която ни беше предадена по време на бакалавърската степен &amp;ndash; &lt;b&gt;балансът между теоретична част и реални примери от практиката беше спазен успешно.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;span style=&quot;color: #000080;&quot;&gt;&lt;b&gt;Ти се дипломира с пълно отличие. Трудно ли съчетаваше работата с образованието? Каква е формулата за постигане на толкова високи резултати? &lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Магистърската програма &amp;bdquo;Управление на веригите на доставки&amp;ldquo; е &lt;b&gt;напълно съобразена с работното ми време&lt;/b&gt; и всички лекции бяха провеждани &lt;b&gt;след работа, както и през уикендите.&lt;/b&gt; Съчетаването на работа и университет изискваше дисциплина и с правилната мотивация и подкрепата на преподавателите и колегите ми успях да завърша с максимален резултат, което никога не съм си представял, че мога да постигна.&amp;nbsp; Взех участие в две научни конференции, а така също успях да подготвя дипломната си работа още по време на обучението ми през втория семестър.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Изживяването да знаеш, че си се дипломирал &lt;b&gt;с пълно отличие&lt;/b&gt; е доста удовлетворяващо, но и донякъде задължаващо. Тъй като оценките никога не са ми били самоцел по време на следването. Сега си задавам въпроси относно това как мога да докажа, че &lt;b&gt;наистина получих отлична подготовка, умения и добри познания в управлението на веригата на доставки&lt;/b&gt;, и да се развия професионално. Уверен съм в това, че &lt;b&gt;не съм натрупал просто едни теоретични факти, а реални знания, които мога да приложа и в практиката&lt;/b&gt;.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&amp;bdquo;Логистични системи&amp;ldquo;&lt;/b&gt; беше предметът, от който научих най-много за логистиката и управлението на веригата на доставки и това е и учебникът, до който се допитвам и до ден днешен. В началото дори бях чул шега, че учебникът по предмета се явява като&lt;b&gt; Библия за логистиката&lt;/b&gt; и катедрата ни поради фундаменталните знания, които включва.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&amp;bdquo;Складово-манипулационни системи&amp;ldquo;&lt;/b&gt; пък беше пълен с примери от практиката и това разпали страстта ми към управлението на запасите, различните стратегии за пикинг, както и различните варианти за вътрешно разположение в складовете.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;span style=&quot;color: #000080;&quot;&gt;&lt;b&gt;Катедрата помогна ли ти за твоята професионална реализация? Къде работиш в момента и как преминава един работен ден за теб? &lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Ще разкажа една интересна история, която се случи в началото на трети курс като бакалавър:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;В една от първите лекции гл. ас. Филева ни каза, че сме избрали правилната специалност след втори курс и трябва да знаем, че &lt;b&gt;до завършването&lt;/b&gt; ни в четвърти курс ние вече &lt;b&gt;ще сме си намерили работа&lt;/b&gt;, &lt;b&gt;свързана с логистиката и веригата на доставки.&lt;/b&gt; Първоначално това ми се стори пресилено изказване и като че ли не го взех толкова сериозно, но впоследствие се оказа, че тя беше права. &lt;b&gt;По време на обучението ни имахме срещи с водещи компании от сектора&lt;/b&gt; на място в логистичните им бази и по време на занятията. &lt;b&gt;Благодарение на тези срещи&lt;/b&gt;, още преди да започна подготовката си за държавния изпит, &lt;b&gt;бях в разговори с Луфтханза Техник за започване на настоящата ми работа&lt;/b&gt;. И така започна професионалния ми път в сферата на логистиката.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Днес работя като Специалист &amp;ldquo;Доставки на материали и компоненти за самолети&amp;rdquo; (Specialist buyer of aircraft related goods) в Луфтханза Техник София &amp;ndash; част от Луфтханза Техник Груп&amp;nbsp; -&amp;nbsp; световен лидер в основния ремонт и поддръжка на самолети, самолетни компоненти и двигатели. &amp;nbsp;Българското подразделение на компанията е основано през 2007 г.&amp;nbsp; на обща площ от 50 000 кв. м и е специализирано в базово и линейно обслужване на тясно корпусни самолети от семейството на Airbus и Boeing. В допълнение, в софийския офис се намира и най-големият административен хъб на Lufthansa Technik със Supply Chain функции, обслужващи всички бази от мрежата на компанията по света. Към момента в компанията работят над 1 300 служители. Разположена на Летище София, Луфтханза Техник София се превръща в най-голямата компания, предлагаща основен ремонт и поддръжка на Балканския полуостров, както и в един от най-важните авиационни центрове в Европа.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;span style=&quot;color: #000080;&quot;&gt;&lt;b&gt;Как преминава един работен ден за теб? С какви задачи трябва да се справяш? Какво от наученото в университета прилагаш в работата си на практика? &lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Започвам деня си с преглед на пощата ми и обичайната комуникация с нашите доставчици относно новите потребности от самолетни части, които са възникнали.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Най-важната задача, която имаме в отдела е да намерим златната среда между качество на търсените от нас компоненти и тяхната цена, тъй като при закупуването на самолетни части цената определено не е на първо място сред факторите, определящи източника на задоволяване на потребността.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;Абсолютно всичко, което сме изучавали в университета за снабдяването и управлението на веригата на доставки започва да се проявява по време на работния ми ден като реални примери.&lt;/b&gt; Магистърската ми теза, която защитих, също е свързана с работата ми в момента. Огромно&amp;nbsp; удоволствие е да се реализираш и да работиш професия, за която си се подготвял на теория с години.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Най-голямо удоволствие в работата ми доставя, когато съумея да договоря много по-ниска цена за дадена самолетна част, а в същото време времето за доставка и търсеното качество се покриват на 100%.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000080;&quot;&gt;&lt;b&gt;Каква беше темата на магистърската ти теза? Разкажи ни повече за нея. &lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Заглавието на магистърската ми теза беше &amp;bdquo;Подобряване на снабдяването със самолетни части в организации за поддръжка и ремонт на самолети&amp;ldquo;. Избрах темата, защото работя именно в отдел &amp;bdquo;Снабдяване&amp;ldquo; в Луфтханза Техник София. Имам самочувствието, че за прекараната година в отдела съм натрупал достатъчно знания за процесите и мога да ги обвържа с изучената вече теория. Не конкретизирах процесите на компанията, в която работя, тъй като съм останал с впечатлението, че тесните места са същите във всички подобни организации и реших, че провеждането на по-обширно проучване би било по-подходящо.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Главната теза, която бе изведена в дипломната ми работа е, че с по-задълбочена комуникация между отделните участници във веригата на доставки повечето от съществуващите проблеми, породени от забавяния могат да се редуцират.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;span style=&quot;color: #000080;&quot;&gt;&lt;b&gt;Как си представяш твоето професионално бъдеще? &lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Надявам се да имам възможности за кариерно развитие по специалността ми в сферата на поддръжката и ремонт на самолети. След започване на работата ми в Луфтханза Техник развих страстта си към авиацията и с всеки изминал ден се убеждавам, че съм избрал правилното място и сектор за започване на кариерния ми път. Надявам се да имам възможност да мога да обогатявам знанията си за веригата на доставки на самолетни части и консумативи и с това да бъда полезен за позицията, която заемам.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;span style=&quot;color: #000080;&quot;&gt;&lt;b&gt;Какво би казал на хората, решили да поемат по пътя на логистиката? Защо да последват примера ти и да кандидатстват в катедра &amp;bdquo;Логистика и вериги на доставките?&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Бих ги поздравил с добрия избор, тъй като &lt;b&gt;катедрата е много силна&lt;/b&gt; и не съм сигурен, че &lt;b&gt;връзките, които са изградени с реалния бизнес&lt;/b&gt;, ги има в някоя друга университетска катедра у нас. Като съвет бих дал да не спират своето развитие в сектора и да не се ограничават с материалите, които се изучават в университета, а да са мотивирани да търсят и трупат нови допълнителни знания, които рано или късно ще им се отплатят.&lt;/span&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 26 Sep 2023 05:51:52 GMT</pubDate>
    </item>
    <item>
      <title>Магистър</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/6797/from-rss.html</link>
      <description>&lt;p&gt;&lt;b&gt;&lt;span&gt;Обучението&amp;nbsp; по логистика в образователно-квалификационна степен &amp;bdquo;Магистър&amp;rdquo;&lt;/span&gt;&lt;/b&gt;&amp;nbsp;УНСС е предназначено да отговори на нарастващите потребности на съвременната икономика от специалисти и мениджъри в областта на логистиката в резултат на непрекъснатото осъзнаване на стратегическото значение на логистиката за конкурентоспособността на фирмите.&lt;/p&gt;
&lt;p&gt;Катедрата осигурява обучението по специалностите:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;&lt;span&gt;&quot;Бизнес логистика и вериги на доставките&quot;&lt;/span&gt;&lt;/strong&gt;&amp;nbsp;със срок на обучение 3 семестъра - предназначена за студенти, завършили бакалавърска или магистърска степен в УНСС и във всички други висши учебни заведения в България и чужбина независимо от придобитата специалност;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;span&gt;&amp;nbsp;&quot;Управление на веригата на доставките&amp;rdquo;&lt;/span&gt;&lt;/b&gt;&amp;nbsp; със срок на обучение 2 семестъра - предназначена за студенти, завършили бакалавърска степен по &quot;Бизнес логистика&quot;;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 27 Jan 2023 06:51:44 GMT</pubDate>
    </item>
    <item>
      <title>ВТОРА НАУЧНА И БИЗНЕС КОНФЕРЕНЦИЯ ПО ЛОГИСТИКА И УПРАВЛЕНИЕ НА ВЕРИГАТА НА ДОСТАВКИТЕ на тема: &quot;Иновации и добри практики в логистиката и управлението на веригата на доставките&quot;</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/17432/from-rss.html</link>
      <description>&lt;p style=&quot;text-align: center;&quot;&gt;Катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; в УНСС и Българска асоциация по логистика (БАЛ)&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;имат честта и удоволствието да Ви поканят да участвате във&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;b&gt;ВТОРАТА НАУЧНА И БИЗНЕС КОНФЕРЕНЦИЯ ПО ЛОГИСТИКА И УПРАВЛЕНИЕ НА ВЕРИГАТА НА ДОСТАВКИТЕ &lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;на тема:&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt;&lt;b&gt;&quot;Иновации и добри практики в логистиката и управлението на веригата на доставките&quot;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;която ще се проведе на&lt;strong&gt;&lt;/strong&gt;&lt;strong&gt; 7 октомври 2021 г. /хибридно/&amp;nbsp; в Голяма конферентна зала на&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;strong&gt;&lt;/strong&gt;&amp;nbsp;Университет за национално и световно стопанство.&lt;/strong&gt;&lt;b&gt; &lt;/b&gt;&lt;/p&gt;
&lt;p&gt;Събитието се организира от Катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; в УНСС съвместно с Българска асоциация по логистика (Национален сертификационен център за България на Европейската асоциация по логистика) и се провежда в рамките на честванията на&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;30-годишнината от създаването на специалност &quot;Бизнес логистика&quot; в Университета за национално и световно стопанство (УНСС).&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;Спонсори на конференцията&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;Генерален спонсор&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;img src=&quot;/uploads/Department/logistics_5caaf_logo_kaufland.png&quot; alt=&quot;logistics_5caaf_logo_kaufland.png&quot; title=&quot;Kaufland&quot; width=&quot;150&quot; height=&quot;90&quot;&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;Основни спонсори&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;table style=&quot;width: 100%;&quot; cellpadding=&quot;10&quot; border=&quot;0&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;background-color: transparent;&quot;&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;Спонсори&lt;/strong&gt;&lt;/p&gt;
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&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Основната цел&lt;/b&gt; на конференцията е да предостави форум за дискутиране на възможностите, предизвикателствата и тенденциите в развитието на логистиката и управлението на веригата на доставките (Л&amp;amp;УВД) в бизнеса, науката и образованието. По-конкретно конференцията предоставя форум за:&lt;/p&gt;
&lt;p&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; представяне на практически опит, добри практики и казуси от страна на мениджъри и консултанти по Л&amp;amp;УВД, представители на водещи компании в света и у нас;&lt;br&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; представяне на резултати от изследвания в областта на Л&amp;amp;УВД и разкритите от тях предизвикателства пред бизнеса, науката, образованието;&lt;br&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; стимулиране на сътрудничеството в областта на Л&amp;amp;УВД между представители на бизнеса, учени, преподаватели и студенти;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Конференцията е &lt;strong&gt;силно&lt;/strong&gt; &lt;b&gt;значима&lt;/b&gt; за обществото ни, тъй като насърчава развитието на практиката, науката и обучението по Л&amp;amp;УВД в България и привеждането им в съответствие със световните тенденции, както и популяризира професионалното развитие в областта.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Отличителни характеристики&lt;/b&gt; на конференцията:&lt;/p&gt;
&lt;p&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Конференцията е първата в страната ни със силен &lt;b&gt;фокус върху управлението на веригата на доставките&lt;/b&gt; и приноса на всички участници във веригата &amp;ndash; производствени, търговски компании, доставчици на логистични услуги, както и други компании в сферата на услугите.&lt;br&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; Конференцията е първата в страната ни&lt;b&gt; &lt;/b&gt;с&lt;b&gt; участие на студенти и докторанти по Л&amp;amp;УВД и пряк контакт между тях и бизнеса&lt;/b&gt;. На конференцията се предвижда и време за &lt;b&gt;Нетуъркинг в логистиката и управлението на веригата на доставките.&lt;/b&gt; На участващите представители от практиката, студенти и учени се предоставя възможност да изградят нови професионални контакти с потенциални партньори, работодатели, служители.&lt;br&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Конференцията е първата в страната ни, която дава възможност за разработването на &lt;b&gt;съвместни статии между бизнеса и учените&lt;/b&gt; в областта на Л&amp;amp;УВД и тяхното публикуване в чуждоезични списания, индексирани в световноизвестни бази данни и достъпни за стотици хиляди изследователи, практици, публични институции и други заинтересовани страни.&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Работен език на конференцията&lt;/b&gt;: български&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;ПРЕДЛОЖЕНИЕ ЗА НАСТАНЯВАНЕ&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Витоша Парк Хотел&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.vitoshaparkhotel.com&quot;&gt;&lt;b&gt;http://www.vitoshaparkhotel.com&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 20 Sep 2021 06:49:37 GMT</pubDate>
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    <item>
      <title>  Специалност „Бизнес логистика и вериги на доставките” в ОКС магистър (специалността е акредитирана от Европейската асоциация по логистика – ELA, European Logistics Association)  </title>
      <link>http://departments.unwe.bg/logistics/bg/pages/6791/from-rss.html</link>
      <description>&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;img src=&quot;/uploads/Department/level4.png&quot; alt=&quot;level4.png&quot; title=&quot;level4.png&quot; width=&quot;400&quot; height=&quot;137&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Обучението по специалността е в редовна форма с продължителност 1,5 години (3 семестъра) и е предназначено за завършилите бакалавърска или магистърска степен в УНСС и във всички други висши учебни заведения в България и чужбина независимо от придобитата специалност. Целта на обучението е да отговори на нарастващите потребности на съвременната икономика от специалисти и мениджъри в областта на логистиката в резултат на повишаване на нейното стратегическо значение за конкурентоспособността на фирмите, като предостави съвременни знания и&amp;nbsp; развие необходимите умения за интегрирано управление на дейностите по осъществяването на материалните и свързаните с тях потоци. При завършване на специалността с успех над 4.40 студентите получават сертификат от ELA за покриване на знанията за професионалната квалификация European Junior Logistician.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Завършилите специалността намират професионална реализация във всички сфери на икономиката, като заемат ръководни позиции на по-високите равнища на управление.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Проучване на професионалната реализация на възпитаниците на катедра &amp;bdquo;Логистика&amp;ldquo; сочи, че студентите успяват бързо след своето завършване да заемат ръководни позиции &amp;ndash; около 30% заемат управленски длъжности с тактически характер, а 11 %&amp;nbsp; &amp;ndash; длъжности със стратегически характер. Освен това резултатите от проучването показват:&amp;nbsp; бърза реализация по специалността &amp;ndash; над 50 % се реализират още по време на своето обучение, а около 40% в рамките до 3 календарни месеца след завършването на съответното обучение. Завършилите специалност &amp;bdquo;Бизнес логистика и вериги на доставките&amp;ldquo; са функционални специалисти и аналогично на други функционални специалисти (по маркетинг и финанси например) намират професионална реализация на различни нива на управление във всички отрасли и сфери на икономиката. Проучванията показват, че над 50% от реализиралите се по специалността са заети във фирми, специализирани в предоставянето на логистични услуги, 30% &amp;ndash; в производствени и търговски предприятия, а останалите &amp;ndash; в сферата на науката, в консултантски фирми в областта на логистиката и др., както и като експерти в различните звена на държавното управление. Длъжностите, които завършилите могат да заемат, обхващат широк кръг от функции, като всички те имат ключова роля за фирмения успех. Професионалната реализация обикновено е в областта на снабдяването, производството/операциите или дистрибуцията и достига до поста вицепрезидент на производствена фирма или до най-високия ръководен пост в дистрибуторски, транспортни, складови и други фирми от логистичния сектор. Магистрите по логистика се подготвят за извършването не само на ръководна, но и на научно-изследователска, консултантска&amp;nbsp; и експертна дейност в интегрираното управление на материалните потоци.&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Thu, 17 Jun 2021 13:28:21 GMT</pubDate>
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    <item>
      <title>Контакти</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/1022/from-rss.html</link>
      <description>&lt;p&gt;Административен секретар&lt;/p&gt;
&lt;p&gt;Емилия Габровска&lt;/p&gt;
&lt;p&gt;тел. 81 95 610&lt;/p&gt;
&lt;p&gt;е-mail: egabrovska@unwe.bg&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Thu, 01 Apr 2021 11:42:54 GMT</pubDate>
    </item>
    <item>
      <title>Открити лекции през учебната 2019/2020</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/18387/from-rss.html</link>
      <description>&lt;p&gt;&lt;a href=&quot;http://departments.unwe.bg/logistics/bg/news/17071/%d0%bb%d1%83%d1%84%d1%82%d1%85%d0%b0%d0%bd%d0%b7%d0%b0-%d1%82%d0%b5%d1%85%d0%bd%d0%b8%d0%ba-%d1%81-%d0%be%d1%82%d0%ba%d1%80%d0%b8%d1%82%d0%b0-%d0%bb%d0%b5%d0%ba%d1%86%d0%b8%d1%8f-%d0%bf%d1%80%d0%b5%d0%b4-%d1%81%d1%82%d1%83%d0%b4%d0%b5%d0%bd%d1%82%d0%b8-%d0%be%d1%82-%d1%81%d0%bf%d0%b5%d1%86%d0%b8%d0%b0%d0%bb%d0%bd%d0%be%d1%81%d1%82-%d0%b1%d0%b8%d0%b7%d0%bd%d0%b5%d1%81-%d0%bb%d0%be%d0%b3%d0%b8%d1%81%d1%82%d0%b8%d0%ba%d0%b0-.html&quot;&gt;Луфтханза Техник София&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://departments.unwe.bg/logistics/bg/news/17807/%d1%81%d1%8a%d1%82%d1%80%d1%83%d0%b4%d0%bd%d0%b8%d1%87%d0%b5%d1%81%d1%82%d0%b2%d0%be%d1%82%d0%be-%d1%83%d0%bd%d0%b8%d0%b2%d0%b5%d1%80%d1%81%d0%b8%d1%82%d0%b5%d1%82-%d0%b1%d0%b8%d0%b7%d0%bd%d0%b5%d1%81-%d0%b2-%d0%be%d0%b1%d1%83%d1%87%d0%b5%d0%bd%d0%b8%d0%b5%d1%82%d0%be-%d0%bf%d0%be-%d0%bb%d0%be%d0%b3%d0%b8%d1%81%d1%82%d0%b8%d0%ba%d0%b0-%d0%b8-%d1%83%d0%bf%d1%80%d0%b0%d0%b2%d0%bb%d0%b5%d0%bd%d0%b8%d0%b5-%d0%bd%d0%b0-%d0%b2%d0%b5.html&quot;&gt;Стедо софт&lt;/a&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 01 Sep 2020 09:40:44 GMT</pubDate>
    </item>
    <item>
      <title>Открити лекции през учебната 2018/2019</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/18386/from-rss.html</link>
      <description>&lt;p&gt;&lt;a href=&quot;http://departments.unwe.bg/logistics/bg/news/14657/%d1%81%d1%80%d0%b5%d1%89%d0%b0-%d0%bd%d0%b0-%d1%81%d1%82%d1%83%d0%b4%d0%b5%d0%bd%d1%82%d0%b8-%d1%81-%d0%bc%d0%b5%d0%bd%d0%b8%d0%b4%d0%b6%d1%8a%d1%80%d0%b8-%d0%be%d1%82-%d0%b5%d0%b2%d1%80%d0%be%d0%bc%d0%b0%d1%80%d0%ba%d0%b5%d1%82-%d0%ba%d0%b0%d1%80%d0%b8-.html&quot;&gt;Евромаркет Кари&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://departments.unwe.bg/logistics/bg/news/15597/%d0%bf%d1%80%d0%b5%d0%b4%d1%81%d1%82%d0%b0%d0%b2%d0%b8%d1%82%d0%b5%d0%bb%d0%b8-%d0%be%d1%82-mw-logistica-%d1%81-%d0%be%d1%82%d0%ba%d1%80%d0%b8%d1%82%d0%b0-%d0%bb%d0%b5%d0%ba%d1%86%d0%b8%d1%8f-%d0%b7%d0%b0-%d1%81%d1%82%d1%83%d0%b4%d0%b5%d0%bd%d1%82%d0%b8%d1%82%d0%b5-%d0%be%d1%82-3-%d0%ba%d1%83%d1%80%d1%81-%d0%b1%d0%b8%d0%b7%d0%bd%d0%b5%d1%81-%d0%bb%d0%be.html&quot;&gt;MW Logistica&lt;/a&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 01 Sep 2020 09:36:25 GMT</pubDate>
    </item>
    <item>
      <title>Посещения през учебната 2018/2019</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/16889/from-rss.html</link>
      <description>&lt;p&gt;&lt;a href=&quot;http://departments.unwe.bg/logistics/bg/news/15847/%d0%bf%d0%be%d1%81%d0%b5%d1%89%d0%b5%d0%bd%d0%b8%d0%b5-%d0%bd%d0%b0-%d1%81%d1%82%d1%83%d0%b4%d0%b5%d0%bd%d1%82%d0%b8-%d0%b2-%d0%ba%d0%be%d0%ba%d0%b0-%d0%ba%d0%be%d0%bb%d0%b0-%d1%85%d0%b5%d0%bb%d0%b5%d0%bd%d0%b8%d0%ba-%d0%b1%d0%be%d1%82%d1%8a%d0%bb%d0%b8%d0%bd%d0%b3-%d0%ba%d1%8a%d0%bc%d0%bf%d0%b0%d0%bd%d0%b8-%d0%b2-%d0%ba%d0%be%d1%81%d1%82%d0%b8%d0%bd%d0%b1%d1%80%d0%be%d0%b4.html&quot;&gt;Кока-Кола Хеленик Ботълинг Къмпани България&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://departments.unwe.bg/logistics/bg/news/13455/%d0%b1%d0%b8%d0%b7%d0%bd%d0%b5%d1%81-%d0%be%d0%b1%d1%80%d0%b0%d0%b7%d0%be%d0%b2%d0%b0%d0%bd%d0%b8%d0%b5-%d0%bd%d0%b0%d1%88%d0%b8-%d1%81%d1%82%d1%83%d0%b4%d0%b5%d0%bd%d1%82%d0%b8-%d0%b2-lufthansa-technik-sofia-.html&quot;&gt;Луфтханза Техник София&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://departments.unwe.bg/logistics/bg/news/15645/%d0%b8%d0%b7%d0%bd%d0%b5%d1%81%d0%b5%d0%bd%d0%be-%d0%be%d0%b1%d1%83%d1%87%d0%b5%d0%bd%d0%b8%d0%b5-%d0%bd%d0%b0-%d1%81%d1%82%d1%83%d0%b4%d0%b5%d0%bd%d1%82%d0%b8%d1%82%d0%b5-%d0%be%d1%82-%d0%b1%d0%b8%d0%b7%d0%bd%d0%b5%d1%81-%d0%bb%d0%be%d0%b3%d0%b8%d1%81%d1%82%d0%b8%d0%ba%d0%b0.html&quot;&gt;DB Schenker&lt;/a&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 01 Sep 2020 09:31:30 GMT</pubDate>
    </item>
    <item>
      <title>Посещения през учебната 2019/2020</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/17454/from-rss.html</link>
      <description>&lt;p&gt;&lt;a href=&quot;http://departments.unwe.bg/logistics/bg/news/17445/%d0%bf%d0%be%d1%81%d0%b5%d1%89%d0%b5%d0%bd%d0%b8%d0%b5-%d0%bd%d0%b0-%d0%bf%d1%80%d0%be%d0%b8%d0%b7%d0%b2%d0%be%d0%b4%d1%81%d1%82%d0%b2%d0%b5%d0%bd%d0%b0%d1%82%d0%b0-%d0%b1%d0%b0%d0%b7%d0%b0-%d0%bd%d0%b0-%d0%ba%d0%be%d0%ba%d0%b0-%d0%ba%d0%be%d0%bb%d0%b0-%d1%85%d0%b5%d0%bb%d0%b5%d0%bd%d0%b8%d0%ba-%d0%b1%d0%be%d1%82%d1%8a%d0%bb%d0%b8%d0%bd%d0%b3-%d0%ba%d1%8a%d0%bc%d0%bf%d0%b0%d0%bd%d0%b8-%d0%b2-%d0%ba%d0%be%d1%81%d1%82%d0%b8.html&quot;&gt;Кока-Кола Хеленик Ботълинг Къмпани България&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://departments.unwe.bg/logistics/bg/news/16926/%d0%bf%d1%80%d0%b0%d0%ba%d1%82%d0%b8%d1%87%d0%b5%d1%81%d0%ba%d0%b8%d1%82%d0%b5-%d0%b7%d0%b0%d0%bd%d1%8f%d1%82%d0%b8%d1%8f-%d0%b8%d0%bd%d1%81%d1%82%d1%80%d1%83%d0%bc%d0%b5%d0%bd%d1%82-%d0%b7%d0%b0-%d1%80%d0%b0%d0%b7%d1%88%d0%b8%d1%80%d1%8f%d0%b2%d0%b0%d0%bd%d0%b5-%d0%bd%d0%b0-%d1%84%d0%be%d1%80%d0%bc%d0%b8%d1%82%d0%b5-%d0%bd%d0%b0-%d1%81%d1%8a%d1%82%d1%80%d1%83%d0%b4%d0%bd%d0%b8%d1%87%d0%b5%d1%81%d1%82%d0%b2%d0%be-%d0%bc%d0%b5%d0%b6.html&quot;&gt;dM drogerie markt България&lt;/a&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: medium; color: #000000;&quot;&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://departments.unwe.bg/logistics/bg/news/17446/%d0%b8%d0%b7%d0%bd%d0%b5%d1%81%d0%b5%d0%bd%d0%be-%d0%be%d0%b1%d1%83%d1%87%d0%b5%d0%bd%d0%b8%d0%b5-%d0%bd%d0%b0-%d1%81%d1%82%d1%83%d0%b4%d0%b5%d0%bd%d1%82%d0%b8%d1%82%d0%b5-%d0%be%d1%82-%d0%b1%d0%b8%d0%b7%d0%bd%d0%b5%d1%81-%d0%bb%d0%be%d0%b3%d0%b8%d1%81%d1%82%d0%b8%d0%ba%d0%b0-%d0%b2-db-schenker.html&quot;&gt;DB Schenker&lt;/a&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 01 Sep 2020 09:30:23 GMT</pubDate>
    </item>
    <item>
      <title>ИНФОРМАЦИЯ И ИНСТРУКЦИИ ЗА ПРОВЕЖДАНЕ НА ОНЛАЙН ДЪРЖАВЕН ИЗПИТ ПО СПЕЦИАЛНОСТ &quot;БИЗНЕС ЛОГИСТИКА&quot; </title>
      <link>http://departments.unwe.bg/logistics/bg/pages/18088/from-rss.html</link>
      <description>&lt;p&gt;Настоящите инструкции за провеждане на онлайн държавен изпит по специалност &amp;bdquo;Бизнес логистика&amp;ldquo;, ОКС &amp;bdquo;бакалавър&amp;ldquo; се основават на Заповед №1145/20.05.2020 на Ректора на Университета за национално и световно стопанство.&lt;/p&gt;
&lt;p&gt;1. Държавният изпит по специалността през редовната сесия ще се проведе чрез MS Forms на 06.07.2020 г. от 09:00 ч. (времетраене 90 минути).&lt;/p&gt;
&lt;p&gt;2. За допускане до държавния изпит студентите подават молба /по образец/ и 2 снимки паспортен формат в отдел &quot;Студенти - Бакалавър&quot;, гише №13 с приемно време от 09.00 ч. до 15.00 ч. Срокът за подаване на молбите е до 30.06.2020 г. Въз основа на подадените молби ще бъде издаден изпитният протокол. Невключен в протокола студент няма да бъде допуснат до държавния изпит.&lt;/p&gt;
&lt;p&gt;3. Студентът може да се яви на държавния изпит през редовната сесия, ако:&amp;nbsp;&lt;/p&gt;
&lt;p&gt;- разполага със следното техническо оборудване: &lt;b&gt;компютър&lt;/b&gt;, чиято операционна система да отговаря на изискванията за работа с Microsoft Teams (&lt;a href=&quot;https://docs.microsoft.com/en-us/microsoftteams/hardware-requirements-for-the-teams-app&quot;&gt;https://docs.microsoft.com/en-us/microsoftteams/hardware-requirements-for-the-teams-app&lt;/a&gt;), &lt;b&gt;външно видеозаснемащо устройство&lt;/b&gt;, което да визуализира студента от кръста нагоре и неговото работно място (интегрираните в компютрите камери не отговарят на това условие), &lt;b&gt;микрофон и високоговорители/тонколони;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;- има &lt;b&gt;достъп до интернет&lt;/b&gt;.&lt;/p&gt;
&lt;p&gt;4. Студентите &lt;b&gt;не може&lt;/b&gt; да използват телефон или таблет, както и слушалки.&lt;/p&gt;
&lt;p&gt;5. Студентите се присъединяват към изпита чрез Web-студент, където всеки студент ще вижда линк към екипа за държавен изпит, в който е включен.&lt;/p&gt;
&lt;p&gt;6. Преди започване на изпита камерите и микрофоните на всички участници се тестват и инструктажът за работа по време на изпита се представя.&lt;/p&gt;
&lt;p&gt;7. Изпитът се състои от 20 закрити и 10 открити въпроса, обхващащи целия материал от изпитната програма (&lt;a href=&quot;https://departments.unwe.bg/Uploads/Department/StateExam_2019_2020.pdf&quot;&gt;https://departments.unwe.bg/Uploads/Department/StateExam_2019_2020.pdf&lt;/a&gt;).&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 22 Jun 2020 21:59:27 GMT</pubDate>
    </item>
    <item>
      <title>Програмен комитет</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/9250/from-rss.html</link>
      <description>&lt;p&gt;&lt;b&gt;проф. д-р Мирослава Раковска &amp;ndash; &lt;/b&gt;Председател, катедра &quot;Логистика и вериги на доставките&quot;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Доц. д-р Мария Воденичарова&lt;/b&gt; &amp;ndash; Зам. председател, катедра &quot;Логистика и вериги на доставките&quot;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Доц. д-р Иванка Корбанколева - &lt;/b&gt;катедра &quot;Логистика и вериги на доставките&quot;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Доц. д-р Николай Драгомиров - &lt;/b&gt;катедра &quot;Логистика и вериги на доставките&quot;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Проф. д-р Ваня Банабакова&lt;/b&gt; - Национален военен университет &amp;bdquo;Васил Левски&amp;rdquo;, Велико Търново&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Доц. д-р Силвия Благоева&lt;/b&gt; - Икономически Университет &amp;ndash; Варна&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Доц. д-р Благо Благоев&lt;/b&gt; &amp;ndash; Икономически Университет &amp;ndash; Варна&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Проф. д-р Мирјана Секуловска - &lt;/b&gt;Университет &amp;bdquo;Св. Климент Охридски&amp;ldquo;, Битоля&lt;/p&gt;
&lt;p&gt;&lt;br&gt;&lt;br&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 28 Feb 2020 09:29:41 GMT</pubDate>
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    <item>
      <title>Инициативи</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/16887/from-rss.html</link>
      <description></description>
      <author>УНСС</author>
      <pubDate>Tue, 26 Nov 2019 14:01:37 GMT</pubDate>
    </item>
    <item>
      <title>Стипендиантска програма на Луфтханза Техник София</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/16888/from-rss.html</link>
      <description>&lt;p&gt;&lt;img src=&quot;/uploads/Department/Lufthansa.png&quot; alt=&quot;Lufthansa.png&quot; title=&quot;Lufthansa.png&quot; style=&quot;vertical-align: baseline; display: block; margin-left: auto; margin-right: auto;&quot; width=&quot;700&quot; height=&quot;522&quot;&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 26 Nov 2019 13:54:47 GMT</pubDate>
    </item>
    <item>
      <title>Предварителна програма</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/9254/from-rss.html</link>
      <description>&lt;p align=&quot;center&quot;&gt;&lt;b&gt;ПЪРВА НАУЧНА И БИЗНЕС КОНФЕРЕНЦИЯ ПО ЛОГИСТИКА И УПРАВЛЕНИЕ НА ВЕРИГАТА НА ДОСТАВКИТЕ&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;22-23 май 2019&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;В чест на 100-годишнината на УНСС&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;П Р О Г Р А М А&lt;/b&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 14 May 2019 11:29:02 GMT</pubDate>
    </item>
    <item>
      <title>ПЪРВА НАУЧНА И БИЗНЕС КОНФЕРЕНЦИЯ ПО ЛОГИСТИКА И УПРАВЛЕНИЕ НА ВЕРИГАТА НА ДОСТАВКИТЕ  -  &quot;Знанието по логистика и управление на веригата на доставките в България: образование, бизнес, наука&quot;, </title>
      <link>http://departments.unwe.bg/logistics/bg/pages/15182/from-rss.html</link>
      <description>&lt;p&gt;Катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; в УНСС и Българска асоциация по логистика (БАЛ)&lt;/p&gt;
&lt;p&gt;имат честта и удоволствието да Ви поканят да участвате в &lt;b&gt;ПЪРВАТА НАУЧНА И БИЗНЕС КОНФЕРЕНЦИЯ ПО ЛОГИСТИКА И УПРАВЛЕНИЕ НА ВЕРИГАТА НА ДОСТАВКИТЕ &lt;/b&gt;на тема:&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&quot;Знанието по логистика и управление на веригата на доставките в България: образование, бизнес, наука&quot;,&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;която ще се проведе на 22 и 23 май 2019 г. в Университета за национално и световно стопанство (УНСС).&lt;b&gt; &lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;Събитието се организира от Катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; в УНСС съвместно с Българска асоциация по логистика (Национален сертификационен център за България на Европейската асоциация по логистика) и се провежда в рамките на честванията &lt;strong&gt;на 100-годишнината на УНСС.&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;Спонсори на конференцията&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;Генерален спонсор&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;img src=&quot;/uploads/Department/logistics_5caaf_logo_kaufland.png&quot; width=&quot;150&quot; height=&quot;90&quot; alt=&quot;logistics_5caaf_logo_kaufland.png&quot; title=&quot;Kaufland&quot;&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;Основни спонсори&lt;/strong&gt;&lt;/p&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;10&quot; style=&quot;width: 100%;&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;/td&gt;
&lt;td&gt;&lt;/td&gt;
&lt;td&gt;&lt;img src=&quot;/uploads/Department/logistics_313e8_logo_dbschenker.png&quot; width=&quot;150&quot; height=&quot;90&quot; alt=&quot;logistics_313e8_logo_dbschenker.png&quot; title=&quot;DB Schenker&quot; style=&quot;float: right;&quot;&gt;&lt;/td&gt;
&lt;td&gt;&lt;img src=&quot;/uploads/Department/logistics_6e7af_logo_ttec.png&quot; width=&quot;150&quot; height=&quot;90&quot; alt=&quot;logistics_6e7af_logo_ttec.png&quot; title=&quot;TTEC Eastern Europe EAD&quot; style=&quot;float: left;&quot;&gt;&lt;/td&gt;
&lt;td&gt;&lt;/td&gt;
&lt;td&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;10&quot; style=&quot;width: 100%;&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;background-color: transparent;&quot;&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;Спонсори&lt;/strong&gt;&lt;/p&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;10&quot; style=&quot;width: 100%;&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;/uploads/Department/logistics_69641_logo_dm.png&quot; width=&quot;150&quot; height=&quot;90&quot; alt=&quot;logistics_69641_logo_dm.png&quot; title=&quot;dm Bulgaria&quot;&gt;&lt;img src=&quot;/uploads/Department/logistics_59746_logo_btl.png&quot; width=&quot;150&quot; height=&quot;90&quot; alt=&quot;logistics_59746_logo_btl.png&quot; title=&quot;BTL&quot;&gt;&lt;img src=&quot;/uploads/Department/logistics_fc8b8_logo_cargopartner.png&quot; width=&quot;150&quot; height=&quot;90&quot; alt=&quot;logistics_fc8b8_logo_cargopartner.png&quot; title=&quot;cargo-partner&quot;&gt;&lt;img src=&quot;/uploads/Department/logistics_f11ed_logo_speedy.png&quot; width=&quot;150&quot; height=&quot;90&quot; alt=&quot;logistics_f11ed_logo_speedy.png&quot; title=&quot;Speedy&quot;&gt;&lt;img src=&quot;/uploads/Department/logistics_04b07_logo_lufthansa.png&quot; width=&quot;150&quot; height=&quot;90&quot; alt=&quot;logistics_04b07_logo_lufthansa.png&quot; title=&quot;Lufthansa Technik&quot;&gt;&lt;/td&gt;
&lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
&lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
&lt;td&gt;&lt;/td&gt;
&lt;td&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Основната цел&lt;/b&gt; на конференцията е да предостави форум за дискутиране на възможностите, предизвикателствата и тенденциите в развитието на логистиката и управлението на веригата на доставките (Л&amp;amp;УВД) в образованието, науката и бизнеса. По-конкретно конференцията предоставя форум за:&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; представяне на резултати от изследвания в областта на Л&amp;amp;УВД и разкритите от тях предизвикателства пред бизнеса, науката, образованието;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; представяне на практически опит, добри практики и казуси от страна на мениджъри и консултанти по Л&amp;amp;УВД, представители на водещи компании в света и у нас;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp; стимулиране на сътрудничеството в областта на Л&amp;amp;УВД между представители на бизнеса, учени, преподаватели и студенти. &amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Конференцията е &lt;b&gt;значима&lt;/b&gt; за цялото общество, тъй като насърчава развитието на практиката, науката и обучението по Л&amp;amp;УВД в България и привеждането им в съответствие със световните тенденции, както и популяризира професионалното развитие в областта. Паралелно с научната сесия на 22 май е организиран &lt;b&gt;Ден на кариерата в логистиката и управлението на веригата на доставките.&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Отличителни характеристики&lt;/b&gt; на конференцията:&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp; Конференцията е първата в страната ни със силен &lt;b&gt;фокус върху управлението на веригата на доставките&lt;/b&gt; и приноса на всички участници във веригата &amp;ndash; производствени, търговски компании, доставчици на логистични услуги, както и други компании в сферата на услугите.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Конференцията е първата в страната ни&lt;b&gt; &lt;/b&gt;с&lt;b&gt; участие на студенти и докторанти по Л&amp;amp;УВД и пряк контакт между тях и бизнеса&lt;/b&gt;. Съвместно с конференцията се организира и &lt;b&gt;Ден на кариерата в логистиката и управлението на веригата на доставките.&lt;/b&gt; На участващите компании се предоставя възможност да представят стажантски и работни позиции, както и перспективите за кариерно развитие в областта на Л&amp;amp;УВД на настоящи и завършили студенти специалностите &amp;bdquo;Бизнес логистика&amp;ldquo; и &amp;bdquo;Управление на веригата на доставките&amp;ldquo;.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Конференцията е първата в страната ни, която дава възможност за разработването на &lt;b&gt;съвместни статии между бизнеса и учените&lt;/b&gt; в областта на Л&amp;amp;УВД и тяхното публикуване в чуждоезични списания, индексирани в световноизвестни бази данни и достъпни за стотици хиляди изследователи, практици, публични институции и други заинтересовани страни.&amp;nbsp; Всички представени на конференцията доклади ще бъдат публикувани в сборник, който ще бъде разпространен в бизнеса и сред специалисти по Л&amp;amp;УВД.&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Работен език на конференцията&lt;/b&gt;: български&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;ПРЕДЛОЖЕНИЕ ЗА НАСТАНЯВАНЕ&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Витоша Парк Хотел&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.vitoshaparkhotel.com&quot;&gt;&lt;b&gt;http://www.vitoshaparkhotel.com&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 10 May 2019 12:45:58 GMT</pubDate>
    </item>
    <item>
      <title>Важни дати</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/9252/from-rss.html</link>
      <description>&lt;p&gt;&lt;b&gt;Подаване на онлайн заявка за участие в конференцията&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;до 30 април 2019 г.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;b&gt;Заплащане на таксата за участие в конференцията и качване на копие на документа за платена такса &lt;br&gt;&lt;/b&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;до 1 май 2019 г.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;b&gt;Подаване на доклад&lt;/b&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;до 17 май 2019 г.&lt;/li&gt;
&lt;/ul&gt;</description>
      <author>УНСС</author>
      <pubDate>Wed, 10 Apr 2019 08:33:26 GMT</pubDate>
    </item>
    <item>
      <title>Фотогалерия</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/9258/from-rss.html</link>
      <description>&lt;p&gt;&lt;img src=&quot;/uploads/Department/25gBL.JPG&quot; alt=&quot;25gBL.JPG&quot; title=&quot;25gBL.JPG&quot; height=&quot;377&quot; width=&quot;565&quot;&gt;&lt;/p&gt;
&lt;p&gt;2016 г. - Десета юбилейна конференция и 25 години специалност Бизнес логистика в УНСС &lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;/uploads/Department/logistics_97afb_PB184988.JPG&quot; alt=&quot;logistics_97afb_PB184988.JPG&quot; title=&quot;logistics_97afb_PB184988.JPG&quot; height=&quot;436&quot; width=&quot;580&quot;&gt;&lt;/p&gt;
&lt;p&gt;
&lt;p&gt;
&lt;p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Осма международна научна конференция &quot;Логистиката в променящия се свят&quot; - 20 години от създаването на специалността&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;/uploads/Department/logistics_97afb__MG_0159.JPG&quot; alt=&quot;logistics_97afb__MG_0159.JPG&quot; title=&quot;logistics_97afb__MG_0159.JPG&quot; height=&quot;400&quot; width=&quot;600&quot;&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;/uploads/Department/logistics_97afb_imageedit_3_2550044018.jpg&quot; alt=&quot;logistics_97afb_imageedit_3_2550044018.jpg&quot; title=&quot;logistics_97afb_imageedit_3_2550044018.jpg&quot; height=&quot;400&quot; width=&quot;533&quot;&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;/uploads/Department/logistics_97afb_all.jpg&quot; alt=&quot;logistics_97afb_all.jpg&quot; title=&quot;logistics_97afb_all.jpg&quot; height=&quot;400&quot; width=&quot;544&quot;&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Девета международна научна конференция &quot;Логистиката в променящия се свят&quot;, 2014, Равда&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;img src=&quot;/uploads/Department/logistics_97afb_Picture%20005.jpg&quot; alt=&quot;logistics_97afb_Picture 005.jpg&quot; title=&quot;logistics_97afb_Picture 005.jpg&quot; height=&quot;400&quot; width=&quot;588&quot;&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Втора международна научна конференция &quot;Логистиката в променящия се свят&quot; - 1999, Св. Св. Константин и Елена, Варна&lt;br&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;img src=&quot;/uploads/Department/logistics_97afb_cover.jpg&quot; alt=&quot;logistics_97afb_cover.jpg&quot; title=&quot;logistics_97afb_cover.jpg&quot; height=&quot;574&quot; width=&quot;400&quot;&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;/uploads/Department/maxima1.jpg&quot; alt=&quot;maxima1.jpg&quot; title=&quot;maxima1.jpg&quot; height=&quot;269&quot; width=&quot;400&quot;&gt;&lt;/p&gt;
&lt;p&gt;Зала Максима&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;/uploads/Department/malka-kz.jpg&quot; alt=&quot;malka-kz.jpg&quot; title=&quot;malka-kz.jpg&quot; height=&quot;269&quot; width=&quot;400&quot;&gt;&lt;/p&gt;
&lt;p&gt;Малка конферентна зала&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Wed, 20 Feb 2019 08:57:28 GMT</pubDate>
    </item>
    <item>
      <title>Организационен комитет</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/9251/from-rss.html</link>
      <description>&lt;p&gt;Проф. д-р Мирослава Раковска - Зам-декан по научноизследователската дейност, факултет &quot;Икономика на инфраструктурата&quot;,&amp;nbsp;УНСС, Ръководител катедра &quot;Логистика и вериги на доставките&quot; и Председател на УС на Българска асоциация по логистика&lt;/p&gt;
&lt;p&gt;Доц. д-р Мария Воденичарова &amp;ndash; заместник председател на Организационния комитет и член на УС на Българска асоциация по логистика&lt;/p&gt;
&lt;p&gt;Доц. д-р Иванка Корбанколева - катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;&lt;/p&gt;
&lt;p&gt;Доц. д-р Милчо Толев &amp;ndash; катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;&lt;/p&gt;
&lt;p&gt;Доц. д-р Николай Драгомиров - катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;, член на УС на Българска асоциация по логистика&lt;/p&gt;
&lt;p&gt;Гл.ас. д-р Стиляна Стратиева - катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;&lt;/p&gt;
&lt;p&gt;Ас. д-р Мирослав Стефанов - катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;&lt;/p&gt;
&lt;p&gt;Ас. д-р Лили Михова - катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;&lt;/p&gt;
&lt;p&gt;Ас. д-р Петя Филева - катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;&lt;/p&gt;
&lt;p&gt;Ани Метиева &amp;ndash; докторант, катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Wed, 20 Feb 2019 08:43:04 GMT</pubDate>
    </item>
    <item>
      <title>За конференцията</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/9248/from-rss.html</link>
      <description>&lt;p&gt;Катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; в УНСС и Българска асоциация по логистика (БАЛ)&lt;/p&gt;
&lt;p&gt;имат честта и удоволствието да Ви поканят да участвате в &lt;b&gt;ПЪРВАТА НАУЧНА И БИЗНЕС КОНФЕРЕНЦИЯ ПО ЛОГИСТИКА И УПРАВЛЕНИЕ НА ВЕРИГАТА НА ДОСТАВКИТЕ &lt;/b&gt;на тема:&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&quot;Знанието по логистика и управление на веригата на доставките в България: образование, бизнес, наука&quot;,&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;която ще се проведе на 22 и 23 май 2019 г. в Университета за национално и световно стопанство (УНСС).&lt;b&gt; &lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;Събитието се организира от Катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; в УНСС съвместно с Българска асоциация по логистика (Национален сертификационен център за България на Европейската асоциация по логистика) и се провежда в рамките на честванията &lt;strong&gt;на 100-годишнината на УНСС.&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Основната цел&lt;/b&gt; на конференцията е да предостави форум за дискутиране на възможностите, предизвикателствата и тенденциите в развитието на логистиката и управлението на веригата на доставките (Л&amp;amp;УВД) в образованието, науката и бизнеса. По-конкретно конференцията предоставя форум за:&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; представяне на резултати от изследвания в областта на Л&amp;amp;УВД и разкритите от тях предизвикателства пред бизнеса, науката, образованието;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; представяне на практически опит, добри практики и казуси от страна на мениджъри и консултанти по Л&amp;amp;УВД, представители на водещи компании в света и у нас;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp; стимулиране на сътрудничеството в областта на Л&amp;amp;УВД между представители на бизнеса, учени, преподаватели и студенти. &amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Конференцията е &lt;b&gt;значима&lt;/b&gt; за цялото общество, тъй като насърчава развитието на практиката, науката и обучението по Л&amp;amp;УВД в България и привеждането им в съответствие със световните тенденции, както и популяризира професионалното развитие в областта. Паралелно с научната сесия на 22 май е организиран &lt;b&gt;Ден на кариерата в логистиката и управлението на веригата на доставките.&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Отличителни характеристики&lt;/b&gt; на конференцията:&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp; Конференцията е първата в страната ни със силен &lt;b&gt;фокус върху управлението на веригата на доставките&lt;/b&gt; и приноса на всички участници във веригата &amp;ndash; производствени, търговски компании, доставчици на логистични услуги, както и други компании в сферата на услугите.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Конференцията е първата в страната ни&lt;b&gt; &lt;/b&gt;с&lt;b&gt; участие на студенти и докторанти по Л&amp;amp;УВД и пряк контакт между тях и бизнеса&lt;/b&gt;. Съвместно с конференцията се организира и &lt;b&gt;Ден на кариерата в логистиката и управлението на веригата на доставките.&lt;/b&gt; На участващите компании се предоставя възможност да представят стажантски и работни позиции, както и перспективите за кариерно развитие в областта на Л&amp;amp;УВД на настоящи и завършили студенти специалностите &amp;bdquo;Бизнес логистика&amp;ldquo; и &amp;bdquo;Управление на веригата на доставките&amp;ldquo;.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Конференцията е първата в страната ни, която дава възможност за разработването на &lt;b&gt;съвместни статии между бизнеса и учените&lt;/b&gt; в областта на Л&amp;amp;УВД и тяхното публикуване в чуждоезични списания, индексирани в световноизвестни бази данни и достъпни за стотици хиляди изследователи, практици, публични институции и други заинтересовани страни.&amp;nbsp; Всички представени на конференцията доклади ще бъдат публикувани в сборник, който ще бъде разпространен в бизнеса и сред специалисти по Л&amp;amp;УВД.&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Работен език на конференцията&lt;/b&gt;: български&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;ПРЕДЛОЖЕНИЕ ЗА НАСТАНЯВАНЕ&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Витоша Парк Хотел&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.vitoshaparkhotel.com&quot;&gt;&lt;b&gt;http://www.vitoshaparkhotel.com&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 18 Feb 2019 08:24:28 GMT</pubDate>
    </item>
    <item>
      <title>Контакти</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/9256/from-rss.html</link>
      <description>&lt;p&gt;&lt;b&gt;Доц. д-р Мария Воденичарова&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;зам. п&lt;/b&gt;&lt;b&gt;редседател на &lt;/b&gt;&lt;b&gt;о&lt;/b&gt;&lt;b&gt;рганизационния комитет&lt;/b&gt;&lt;b&gt;, катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo;&lt;/b&gt;&lt;b&gt; - &lt;/b&gt;&lt;a href=&quot;http://departments.unwe.bg/logistics&quot; target=&quot;_blank&quot;&gt;http://departments.unwe.bg/logistics&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Член на УС на Българска асоциация по логистика&lt;/b&gt;&lt;b&gt; - &lt;/b&gt;&lt;a href=&quot;http://balbg.com/&quot; target=&quot;_blank&quot;&gt;http://balbg.com/&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;тел. +359&amp;nbsp;888&amp;nbsp;650 602&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Email:&amp;nbsp;&lt;/b&gt;mvodenicharova@unwe.bg&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 18 Feb 2019 08:23:09 GMT</pubDate>
    </item>
    <item>
      <title>Изисквания към докладите/Инструкции за авторите</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/9253/from-rss.html</link>
      <description>&lt;p&gt;Докладите не трябва да са публикувани в други издания;&lt;/p&gt;
&lt;p&gt;Докладите да се подготвят на Microsoft Office Word.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;b&gt;Моля&lt;/b&gt;:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Не номерирайте страниците!&lt;/li&gt;
&lt;li&gt;Не използвайте функциите Header and Footer на MS Word!&lt;/li&gt;
&lt;li&gt;Не включвайте в доклада си организационно лого!&lt;/li&gt;
&lt;li&gt;Не се позовавайте на конкретни страници във вашия текст! Вместо това можете да се позовавате на заглавия и подзаглавия в текста.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;b&gt;Максимален обем:&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;10 страници, включително резюме, ключови думи, формули, таблици, фигури и цитирани източници.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;Целият доклад следва да е написан при спазването на следните характеристики:&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Font:&lt;/b&gt; Times New Roman&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Spacing:&lt;/b&gt; Before: 0; After: 6; Line spacing: Single.&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Page &lt;/b&gt;&lt;b&gt;Layout&lt;/b&gt;&lt;b&gt;:&lt;/b&gt; Margins: Top &amp;ndash; 26 mm; Bottom &amp;ndash; 20 mm; Left &amp;ndash; 20 mm; Right &amp;ndash; 20 mm; Paper Size &amp;ndash; A4.&lt;/p&gt;
&lt;p&gt;Допълните характеристики на отделните части от доклада са посочени и илюстрирани в &lt;b&gt;доклад-образец, &lt;/b&gt;който можете да изтеглите от &lt;a href=&quot;http://departments.unwe.bg/Uploads/Department/logistics_26c49_%D0%94%D0%BE%D0%BA%D0%BB%D0%B0%D0%B4-%D0%BE%D0%B1%D1%80%D0%B0%D0%B7%D0%B5%D1%86.docx&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;тук&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 18 Feb 2019 08:21:49 GMT</pubDate>
    </item>
    <item>
      <title>Конферентни такси</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/9255/from-rss.html</link>
      <description>&lt;table style=&quot;width: 599px;&quot; cellpadding=&quot;0&quot; align=&quot;left&quot; border=&quot;1&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td width=&quot;47%&quot;&gt;
&lt;p&gt;Студенти, докторанти, преподаватели от УНСС и индивидуални членове на БАЛ&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;51%&quot;&gt;
&lt;p align=&quot;center&quot;&gt;Без такса&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;47%&quot;&gt;
&lt;p&gt;Бивши студенти от специалност &amp;ldquo;Бизнес логистика&amp;ldquo; в УНСС&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;51%&quot;&gt;
&lt;p align=&quot;center&quot;&gt;50 лв.&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;47%&quot;&gt;
&lt;p&gt;Индивидуални участници без доклад&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;51%&quot;&gt;
&lt;p align=&quot;center&quot;&gt;70 лв.&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;47%&quot;&gt;
&lt;p&gt;Учени, докторанти и студенти с един доклад&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;51%&quot;&gt;
&lt;p align=&quot;center&quot;&gt;75 лв.&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;47%&quot;&gt;
&lt;p&gt;Учени, докторанти и студенти с два доклада&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;51%&quot;&gt;
&lt;p align=&quot;center&quot;&gt;100 лв.&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Банка: &lt;/b&gt;БНБ&lt;/p&gt;
&lt;p&gt;&lt;b&gt;BIC на БНБ: &lt;/b&gt;BNBGBGSD&lt;/p&gt;
&lt;p&gt;&lt;b&gt;IBAN: &lt;/b&gt;BG03BNBG96613100174601.&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Основание на плащането: &lt;/b&gt;&amp;ldquo;Такса за участие в конференция по логистика и ВД за &amp;bdquo;име на автора&amp;ldquo;&amp;rdquo;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Сканираният документ за платена такса се прилага при изпращане на доклада /където е необходима такава/&lt;/strong&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 18 Feb 2019 08:18:35 GMT</pubDate>
    </item>
    <item>
      <title>ПЪРВА НАУЧНА И БИЗНЕС КОНФЕРЕНЦИЯ ПО ЛОГИСТИКА И УПРАВЛЕНИЕ НА ВЕРИГАТА НА ДОСТАВКИТЕ </title>
      <link>http://departments.unwe.bg/logistics/bg/pages/9243/from-rss.html</link>
      <description>&lt;hr&gt;
&lt;p&gt;Катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; в УНСС и Българска асоциация по логистика (БАЛ)&lt;/p&gt;
&lt;p&gt;имат честта и удоволствието да Ви поканят да участвате в &lt;b&gt;ПЪРВАТА НАУЧНА И БИЗНЕС КОНФЕРЕНЦИЯ ПО ЛОГИСТИКА И УПРАВЛЕНИЕ НА ВЕРИГАТА НА ДОСТАВКИТЕ &lt;/b&gt;на тема:&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&quot;Знанието по логистика и управление на веригата на доставките в България: образование, бизнес, наука&quot;,&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;която ще се проведе на 22 и 23 май 2019 г. в Университета за национално и световно стопанство (УНСС).&lt;b&gt; &lt;/b&gt;&lt;/p&gt;
&lt;p&gt;Събитието се организира от Катедра &amp;bdquo;Логистика и вериги на доставките&amp;ldquo; в УНСС съвместно с Българска асоциация по логистика (Национален сертификационен център за България на Европейската асоциация по логистика) и се провежда в рамките на честванията &lt;strong&gt;на 100-годишнината на УНСС.&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Основната цел&lt;/b&gt; на конференцията е да предостави форум за дискутиране на възможностите, предизвикателствата и тенденциите в развитието на логистиката и управлението на веригата на доставките (Л&amp;amp;УВД) в образованието, науката и бизнеса. По-конкретно конференцията предоставя форум за:&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; представяне на резултати от изследвания в областта на Л&amp;amp;УВД и разкритите от тях предизвикателства пред бизнеса, науката, образованието;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; представяне на практически опит, добри практики и казуси от страна на мениджъри и консултанти по Л&amp;amp;УВД, представители на водещи компании в света и у нас;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp; стимулиране на сътрудничеството в областта на Л&amp;amp;УВД между представители на бизнеса, учени, преподаватели и студенти. &amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;Конференцията е &lt;b&gt;значима&lt;/b&gt; за цялото общество, тъй като насърчава развитието на практиката, науката и обучението по Л&amp;amp;УВД в България и привеждането им в съответствие със световните тенденции, както и популяризира професионалното развитие в областта. Паралелно с научната сесия на 22 май е организиран &lt;b&gt;Ден на кариерата в логистиката и управлението на веригата на доставките.&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Отличителни характеристики&lt;/b&gt; на конференцията:&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp; Конференцията е първата в страната ни със силен &lt;b&gt;фокус върху управлението на веригата на доставките&lt;/b&gt; и приноса на всички участници във веригата &amp;ndash; производствени, търговски компании, доставчици на логистични услуги, както и други компании в сферата на услугите.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Конференцията е първата в страната ни&lt;b&gt; &lt;/b&gt;с&lt;b&gt; участие на студенти и докторанти по Л&amp;amp;УВД и пряк контакт между тях и бизнеса&lt;/b&gt;. Съвместно с конференцията се организира и &lt;b&gt;Ден на кариерата в логистиката и управлението на веригата на доставките.&lt;/b&gt; На участващите компании се предоставя възможност да представят стажантски и работни позиции, както и перспективите за кариерно развитие в областта на Л&amp;amp;УВД на настоящи и завършили студенти специалностите &amp;bdquo;Бизнес логистика&amp;ldquo; и &amp;bdquo;Управление на веригата на доставките&amp;ldquo;.&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Конференцията е първата в страната ни, която дава възможност за разработването на &lt;b&gt;съвместни статии между бизнеса и учените&lt;/b&gt; в областта на Л&amp;amp;УВД и тяхното публикуване в чуждоезични списания, индексирани в световноизвестни бази данни и достъпни за стотици хиляди изследователи, практици, публични институции и други заинтересовани страни.&amp;nbsp; Всички представени на конференцията доклади ще бъдат публикувани в сборник, който ще бъде разпространен в бизнеса и сред специалисти по Л&amp;amp;УВД.&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Работен език на конференцията&lt;/b&gt;: български&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 18 Feb 2019 08:09:22 GMT</pubDate>
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    <item>
      <title>Тематични направления  и целева група</title>
      <link>http://departments.unwe.bg/logistics/bg/pages/9249/from-rss.html</link>
      <description>&lt;p&gt;&amp;bull; Транспорт и спедиция;&lt;/p&gt;
&lt;p&gt;&amp;bull; Логистика в производствените и търговските предприятия;&lt;/p&gt;
&lt;p&gt;&amp;bull; Дистрибуция;&lt;/p&gt;
&lt;p&gt;&amp;bull; Управление на веригата на доставките;&lt;/p&gt;
&lt;p&gt;&amp;bull; Съвременно складиране и управление на складовете;&lt;/p&gt;
&lt;p&gt;&amp;bull; Складови системи и технологии;&lt;/p&gt;
&lt;p&gt;&amp;bull; Териториално разположение на постоянните съоръжения;&lt;/p&gt;
&lt;p&gt;&amp;bull; Международни и регионални вериги;&lt;/p&gt;
&lt;p&gt;&amp;bull; IT в логистиката и веригите на доставки;&lt;/p&gt;
&lt;p&gt;&amp;bull; Устойчива логистиката;&lt;/p&gt;
&lt;p&gt;&amp;bull; Зелени вериги на доставки;&lt;/p&gt;
&lt;p&gt;&amp;bull; Управление на запасите;&lt;/p&gt;
&lt;p&gt;&amp;bull; Логистичен сектор;&lt;/p&gt;
&lt;p&gt;&amp;bull; Рискът в логистиката и веригата на доставки;&lt;/p&gt;
&lt;p&gt;&amp;bull; Обратна логистика;&lt;/p&gt;
&lt;p&gt;&amp;bull; Аутсорсинг в логистиката;&lt;/p&gt;
&lt;p&gt;&amp;bull; Управление на връзките във веригата на доставките;&lt;/p&gt;
&lt;p&gt;&amp;bull; Глобална логистика;&lt;/p&gt;
&lt;p&gt;&amp;bull; Планиране и прогнозиране;&lt;/p&gt;
&lt;p&gt;&amp;bull; ИКТ в логистиката и веригата на доставките;&lt;/p&gt;
&lt;p&gt;&amp;bull; Blockchain в логистиката и веригите на доставки;&lt;/p&gt;
&lt;p&gt;&amp;bull; Управление на обслужването и качеството в логистиката и веригата на доставките;&lt;/p&gt;
&lt;p&gt;&amp;bull; Актуални проблеми и водещи практики в обучението по логистиката и веригата на доставките;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&amp;bull; Настоящи и бъдещи предизвикателства пред логистиката и веригата на доставките;&lt;/p&gt;
&lt;p&gt;&amp;bull; Иновации в сферата на логистиката и веригата на доставките.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/p&gt;
&lt;p&gt;&lt;b&gt;УЧАСТНИЦИ В КОНФЕРЕНЦИЯТА: &lt;/b&gt;&lt;/p&gt;
&lt;p&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; преподаватели от висшите училища;&lt;/p&gt;
&lt;p&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; докторанти и студенти &amp;ndash; магистри и бакалаври&amp;sbquo; специализиращи или проявяващи интерес към Л&amp;amp;УВД.&lt;/p&gt;
&lt;p&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; мениджъри на фирми и практикуващи професионалисти;&lt;/p&gt;
&lt;p&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; изследователи в областта на Л&amp;amp;УВД;&lt;/p&gt;
&lt;p&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; консултанти по Л&amp;amp;УВД;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 15 Feb 2019 12:08:12 GMT</pubDate>
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