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    <title>Факултет &quot;Международна икономика и политика&quot; Предстоящо RSS Feed</title>
    <link>http://faculties.unwe.bg/iep</link>
    <description>Факултет &quot;Международна икономика и политика&quot; - Факултет международна икономика и политика на УНСС</description>
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	<item>
		<title>Общо събрание на Факултет &quot;МИП&quot;</title>
		<link>http://faculties.unwe.bg/iep/bg/events/61928/from-rss.html</link>
		<description>&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;УНИВЕРСИТЕТ&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;ЗА&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;НАЦИОНАЛНО&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;И&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;СВЕТОВНО&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;СТОПАНСТВО&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&amp;nbsp; - &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;СОФИЯ&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp; ФАКУЛТЕТ&lt;/b&gt;&lt;b&gt; &amp;ldquo;&lt;/b&gt;&lt;b&gt;МЕЖДУНАРОДНА&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;ИКОНОМИКА&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;И&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;ПОЛИТИКА&amp;rdquo;&lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&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;&lt;/p&gt;
&lt;p&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;На основание чл. 32 (1) т.1 от Правилника за дейността на Университета за национално и световно стопанство&lt;b&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;&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;/b&gt;&lt;/p&gt;
&lt;p&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 align=&quot;center&quot;&gt;&lt;b&gt;С&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;В&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;И&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;К&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;В&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;А&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;М&lt;/b&gt;&lt;b&gt;:&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;Общо събрание на Факултет &amp;ldquo;Международна икономика и политика&amp;rdquo; (МИП) на 14.11.2024 г. от 9.00 ч. в зала &amp;bdquo;Тържествена&quot; на УНСС.&lt;/p&gt;
&lt;p&gt;Общото събрание на Факултет &amp;ldquo;МИП&amp;rdquo; ще протече при следния&amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;ДНЕВЕН&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;РЕД&lt;/span&gt;&lt;/b&gt;&lt;b&gt;:&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;1. &lt;/b&gt;Актуализиране състава на работните комисии на ОС на Факултет &amp;bdquo;МИП&amp;ldquo;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;2.&lt;/b&gt; Отчет на Декана за дейността на Факултет &amp;ldquo;МИП&amp;rdquo; за периода 2023/2024 г.&lt;/p&gt;
&lt;p&gt;&lt;b&gt;3.&lt;/b&gt; Частично попълване състава на ФС на Факултет &amp;bdquo;МИП&amp;ldquo;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;4.&lt;/b&gt; Избор на нехабилитиран преподавател за член на ОС на УНСС&lt;/p&gt;
&lt;p&gt;&lt;b&gt;5.&lt;/b&gt; Разни&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;ДОЦ. Д-Р ДОБРОСЛАВ МОЛЛОВ&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;i&gt;Председател на Общото събрание на Факултет &amp;ldquo;М И П&amp;rdquo;&lt;/i&gt;&lt;/p&gt;</description>
		<author>УНСС</author>
		<pubDate>Mon, 04 Nov 2024 13:37:29 GMT</pubDate>
	</item>
	<item>
		<title>Общо Събрание на факултет МИП</title>
		<link>http://faculties.unwe.bg/iep/bg/events/28402/from-rss.html</link>
		<description>&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;</description>
		<author>УНСС</author>
		<pubDate>Wed, 08 Nov 2023 09:53:53 GMT</pubDate>
	</item>
	<item>
		<title>Общо Събрание на факултет МИП</title>
		<link>http://faculties.unwe.bg/iep/bg/events/24844/from-rss.html</link>
		<description>&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;УНИВЕРСИТЕТ&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;ЗА&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;НАЦИОНАЛНО&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;И&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;СВЕТОВНО&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;СТОПАНСТВО&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&amp;nbsp; - &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;СОФИЯ&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;b&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; ФАКУЛТЕТ&lt;/b&gt;&lt;b&gt; &amp;ldquo;&lt;/b&gt;&lt;b&gt;МЕЖДУНАРОДНА&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;ИКОНОМИКА&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;И&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;ПОЛИТИКА&amp;rdquo;&lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&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;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;На основание чл. 32 (1) т.1 от Правилника за дейността на Университета за национално и световно стопанство&lt;b&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;&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;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;С&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;В&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;И&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;К&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;В&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;А&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;М&lt;/b&gt;&lt;b&gt;:&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;Общо събрание на Факултет &amp;ldquo;Международна икономика и политика&amp;rdquo; (МИП) на 24.11.2022 г. от 10.30 ч. в Голяма конферентна зала на УНСС.&lt;/p&gt;
&lt;p&gt;Общото събрание на Факултет &amp;ldquo;МИП&amp;rdquo; ще протече при следния&amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;ДНЕВЕН РЕД&lt;/span&gt;&lt;/b&gt;&lt;b&gt;:&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;1. &lt;/b&gt;Актуализиране състава на работните комисии на ОС на Факултет &amp;bdquo;МИП&amp;ldquo; &lt;b&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;2.&lt;/b&gt; Отчет на Деканското ръководство за дейността на Факултет &amp;ldquo;МИП&amp;rdquo; за периода ноември 2021 &amp;ndash; ноември 2022 г.&lt;/p&gt;
&lt;p&gt;&lt;b&gt;3.&lt;/b&gt; Частично попълване състава на ФС на Факултет &amp;bdquo;МИП&amp;ldquo;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;4.&lt;/b&gt; Разни&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;p&gt;&lt;b&gt;ДОЦ. Д.П.Н. ИВКА ЦАКОВА&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;i&gt;Председател на Общото събрание на Факултет &amp;ldquo;М И П&amp;rdquo;&lt;/i&gt;&lt;/p&gt;</description>
		<author>УНСС</author>
		<pubDate>Mon, 14 Nov 2022 09:08:05 GMT</pubDate>
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	<item>
		<title>ГЛАСУВАНЕ ЗА ПОПЪЛВАНЕ ФС НА ФАКУЛТЕТ &quot;МИП&quot;</title>
		<link>http://faculties.unwe.bg/iep/bg/events/21776/from-rss.html</link>
		<description>&lt;p&gt;На 29 и 30.11.2021 г. ще се гласува от 10 до 12 и от 14 до 16.00ч. за попълване квотата на хабилитираните преподаватели във факултетния съвет на факултет &quot;МИП&quot;.&lt;/p&gt;</description>
		<author>УНСС</author>
		<pubDate>Fri, 26 Nov 2021 12:03:58 GMT</pubDate>
	</item>
	<item>
		<title>АНОНС - Академия за лидерство и личностно усъвършенстване</title>
		<link>http://faculties.unwe.bg/iep/bg/events/17545/from-rss.html</link>
		<description>&lt;p&gt;По инициатива на дoц. д-р Цветана Стоянова, заместник-ректор по институционално и бизнес сътрудничество и студентски политики, и сподкрепата на Софийскиа търговско-промишлена камара с цел задълбочаването на сътрудничеството между двете институции се организира &lt;strong&gt;Академия за лидерство и лично усъвършенстване&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;Задачата на Академията е безвъзмездно предоставяне на студентите от &lt;strong&gt;втори&lt;/strong&gt; и &lt;strong&gt;трети&lt;/strong&gt; курс в ОКС бакалавър на допълнително обучение по вътрешно предприемачество, лидерство, личностно развитие, конфликти, управление на времето, работа в стрес, емоционална интелигентснот, презентационни умения и др.Лектори ще бъдат професионални обучители от Хърайзънс България.&lt;/p&gt;
&lt;p&gt;Желаещите да оставят име и имейл за връзка на &lt;strong&gt;manager@sconsulting.biz&lt;/strong&gt; / д-р Владимир Зиновиев в срок &lt;strong&gt;до 31.03.2020 г.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Обучението ще се провежда в сградата на УНСС.&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>Wed, 11 Mar 2020 18:12:32 GMT</pubDate>
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	<item>
		<title>6th International Scientific Conference titled: Knowledge Based Sustainable Development – ERAZ 2020 </title>
		<link>http://faculties.unwe.bg/iep/bg/events/17383/from-rss.html</link>
		<description>&lt;table style=&quot;width: 98%;&quot; cellspacing=&quot;0&quot; cellpadding=&quot;0&quot; border=&quot;0&quot;&gt;
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&lt;td width=&quot;100%&quot;&gt;
&lt;p&gt;In Prague&amp;nbsp;on&amp;nbsp;&lt;b&gt;May 21, 2020&lt;/b&gt;&amp;nbsp;at the College of Regional Development and Banking Institute &amp;ndash; Ambis 6th International Scientific Conference titled: Knowledge Based Sustainable Development &amp;ndash; ERAZ 2020 will be held.&lt;/p&gt;
&lt;p&gt;Conference covers&amp;nbsp;&lt;b&gt;broad topics&lt;/b&gt;: Economics, Management, Globalization, Marketing, Accounting, Quality Management, Law, Agribusiness, Ecology and Energy, IT, Education, Tourism and more.&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;100%&quot;&gt;
&lt;p&gt;Publication opportunities include two conference proceedings, partner journals, partner monograph and book of abstracts all with great indexations.&lt;/p&gt;
&lt;p&gt;Conference organizers are:&lt;/p&gt;
&lt;p&gt;- College of Regional Development and Banking Institute &amp;ndash; Ambis -&amp;nbsp;&lt;b&gt;Prague, Czech Republic&lt;/b&gt;;&lt;/p&gt;
&lt;p&gt;- University of National and World Economy -&amp;nbsp;&lt;b&gt;Sofia, Bulgaria&lt;/b&gt;;&lt;/p&gt;
&lt;p&gt;- Faculty of Business Studies, Mediterranean University -&amp;nbsp;&lt;b&gt;Podgorica, Montenegro&lt;/b&gt;;&lt;/p&gt;
&lt;p&gt;- Faculty of Commercial and Business Studies -&amp;nbsp;&lt;b&gt;Celje, Slovenia&lt;/b&gt;;&lt;/p&gt;
&lt;p&gt;- Faculty of Applied Management, Economics and Finance,&amp;nbsp;&lt;b&gt;Belgrade, Serbia&lt;/b&gt;;&lt;/p&gt;
&lt;p&gt;- Association of Economists and Managers of the Balkans,&amp;nbsp;&lt;b&gt;Belgrade, Serbia&lt;/b&gt;.&lt;/p&gt;
&lt;p&gt;&lt;br&gt; There are&amp;nbsp;&lt;b&gt;62 days left for abstract submission&lt;/b&gt;. Feel free to explore the conference&amp;nbsp;&lt;a href=&quot;https://eman-conference.us4.list-manage.com/track/click?u=a02e789e6291079c5f6a26942&amp;amp;id=d20befa077&amp;amp;e=a9667de3a1&quot; target=&quot;_blank&quot;&gt;website&lt;/a&gt;.&lt;/p&gt;
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&lt;/tbody&gt;
&lt;/table&gt;</description>
		<author>УНСС</author>
		<pubDate>Fri, 21 Feb 2020 18:49:17 GMT</pubDate>
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	<item>
		<title>АНОНС - Юбилейна международната научна конференция „Икономическа наука, образование и реална икономика: развитие и взаимодействия в дигиталната епоха” - 11-12 май, Варненски свободен , </title>
		<link>http://faculties.unwe.bg/iep/bg/events/17382/from-rss.html</link>
		<description>&lt;p&gt;Уважаеми колеги,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Имаме удоволствието повторно да Ви поканим за участие в Юбилейната международна научна конференция &amp;bdquo;Икономическа наука, образование и реална икономика: развитие и взаимодействия в дигиталната епоха&amp;rdquo;, която ще се проведе на 11 и 12 май 2020 г. в Икономически университет &amp;ndash; Варна.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Конференцията се организира от Икономически университет &amp;ndash; Варна в чест на 100 години от основаването на университета.&lt;/p&gt;
&lt;p&gt;Тематичните направления, по които ще се проведат научни дискусии са:&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;bull;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Икономика и дигитални трансформации&lt;/p&gt;
&lt;p&gt;&amp;bull;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Глобализация на икономиката&lt;/p&gt;
&lt;p&gt;&amp;bull;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Европейска интеграция&lt;/p&gt;
&lt;p&gt;&amp;bull;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Икономически растеж, инвестиции и иновации&lt;/p&gt;
&lt;p&gt;&amp;bull;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Структурно преустройство, отраслова и регионална икономика&lt;/p&gt;
&lt;p&gt;&amp;bull;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Устойчиво развитие&lt;/p&gt;
&lt;p&gt;&amp;bull;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Фирми, пазари, конкуренция&lt;/p&gt;
&lt;p&gt;&amp;bull;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Управление, стратегии, политики&lt;/p&gt;
&lt;p&gt;&amp;bull;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Социални и институционални проблеми&lt;/p&gt;
&lt;p&gt;&amp;bull;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Образование в дигиталната епоха&lt;/p&gt;
&lt;p&gt;&amp;bull;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Езиците и езиковото обучение в дигиталната епоха&lt;/p&gt;
&lt;p&gt;&amp;bull;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Информационните и комуникационни технологии в икономиката и обществото&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Обновената електронна покана е в прикаченият файл&lt;b&gt;. &lt;/b&gt;Подробна информация ще откриете в приложената покана и на уебсайта &lt;a href=&quot;https://conference.ue-varna.bg/uev/bg/bghome/&quot; target=&quot;_blank&quot;&gt;https://conference.ue-varna.bg/uev/bg/bghome/&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Срокът за заявките се удължава от 16 март 2020 на 31 март 2020 г.&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Моля имайте предвид следната нова информация: &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;&amp;nbsp;&amp;nbsp; 31.03.2020 г. &amp;ndash; приемане на заявка за участие с резюме на доклада&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; 10.04.2020 г. &amp;ndash; потвърждение за приемане на доклада&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; 20.04.2020 г. &amp;ndash; краен срок за изпращане на доклада&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Във връзка с добрата организация на конференцията, отново ви моля да разгласите предстоящото научно събитие пред академичния състав&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; на Вашата катедра, колеги и приятели от Вашата научна област, партньори от други научни и образователни институции.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Сборниците с доклади ще бъдат реферирани и индексирани в авторитетни международни бази данни.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;С уважение,&lt;/p&gt;
&lt;p&gt;Организационен комитет&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;--&lt;/p&gt;
&lt;p&gt;&lt;i&gt;Научноизследователски институт при ИУ-Варна &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;Research&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;Institute&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;of&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;UE&lt;/i&gt;&lt;i&gt;-&lt;/i&gt;&lt;i&gt;Varna&lt;/i&gt;&lt;/p&gt;
&lt;p&gt;&lt;i&gt;бул. &quot;Княз Борис I&quot; 77, каб. 225В &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; 77 Kniaz Boris I Blvd, off 225B&lt;/i&gt;&lt;/p&gt;
&lt;p&gt;&lt;i&gt;гр. Варна 9002 &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;Varna&lt;/i&gt;&lt;i&gt; 9002&lt;/i&gt;&lt;/p&gt;
&lt;p&gt;&lt;i&gt;0882 913208 &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt;+359 882 913208&lt;/i&gt;&lt;/p&gt;
&lt;p&gt;&lt;i&gt;&lt;a href=&quot;http://research.ue-varna.bg/&quot; target=&quot;_blank&quot;&gt;http://research.ue-varna.bg/&lt;/a&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;a href=&quot;http://research.ue-varna.bg/&quot; target=&quot;_blank&quot;&gt;http://&lt;/a&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;a href=&quot;http://research.ue-varna.bg/en/&quot; target=&quot;_blank&quot;&gt;http://research.ue-varna.bg/en/&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;</description>
		<author>УНСС</author>
		<pubDate>Fri, 21 Feb 2020 18:24:25 GMT</pubDate>
	</item>
	<item>
		<title>АНОНС - Международната научна конференция „„Дигитални трансформации, медии и обществено включване“ 5-6 юни 2020 г. в Бургаския свободен университет</title>
		<link>http://faculties.unwe.bg/iep/bg/events/17381/from-rss.html</link>
		<description>&lt;p&gt;Международната научна конференция &amp;bdquo;&amp;bdquo;Дигитални трансформации, медии и обществено включване&amp;ldquo;&lt;/p&gt;
&lt;p&gt;5-6 юни 2020 г. в Бургаския свободен университет, гр. Бургас.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Тематичните направления обхващат икономическите, управленските, техническите, хуманитарните и правни науки.&lt;/p&gt;
&lt;p&gt;Докладите ще бъдат отпечатани в сборник, регистриран в Националния референтен списък на съвременни български научни издания с научно рецензиране на НАЦИД и достъпен паралелно в електронен вид в базата данни на ceeol.com.&lt;/p&gt;
&lt;p&gt;Моля, имате предвид следните срокове:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Регистрация за участие и анотация (при участие с доклад или казус) &amp;ndash; 20 март 2020 г.&lt;/li&gt;
&lt;li&gt;Заплащане на такса при ранно записване &amp;ndash; 5 април 2020 г.&lt;/li&gt;
&lt;li&gt;Заплащане на такса при късно записване &amp;ndash; 15 май 2020 г.&lt;/li&gt;
&lt;li&gt;Изпращане на доклада във вида за публикуване &amp;ndash; 25 май 2020 г.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;br&gt; Таксата за участие е 90 лева,&amp;nbsp;като са валидни&amp;nbsp;и следните отстъпки:&lt;/p&gt;
&lt;p&gt;&amp;middot;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;За заплащане на таксата, при ранно записване (преведена до 5 април 2020&amp;nbsp;г.) &amp;ndash; 20% отстъпка от таксата;&lt;/p&gt;
&lt;p&gt;&amp;middot;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;За заплащане на такса (краен срок 15 май 2020&amp;nbsp;г.), за участие на допълнителен участник-съавтор на доклад &amp;ndash; 20% отстъпка от таксата за всеки от допълнителните участници;&lt;/p&gt;
&lt;p&gt;&amp;middot;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;За заплащане на такса (краен срок 15 май 2020&amp;nbsp;г.), за включване на допълнителен доклад на участника &amp;ndash; 20% отстъпка от таксата за всеки от допълнителните доклади.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Прикачена е брошурата за конференцията с повече информация и условията за участие, а платформата за регистрация (изискваща прикачване на абстракт от 50 думи) е на:&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;a href=&quot;https://e-services.bfu.bg/conferences/register.php?id=5&quot; target=&quot;_blank&quot;&gt;https://e-services.bfu.bg/conferences/register.php?id=5&lt;/a&gt;.&lt;/p&gt;
&lt;table style=&quot;width: 100%;&quot; cellpadding=&quot;0&quot; border=&quot;1&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td width=&quot;100%&quot;&gt;
&lt;p&gt;&lt;a href=&quot;https://e-services.bfu.bg/conferences/register.php?id=5&quot; target=&quot;_blank&quot;&gt;БСУ // Е-конференции&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Бургаски свободен университет // Е-конференции&lt;/p&gt;
&lt;p&gt;e-services.bfu.bg&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;Организационен комитет на Международна научна конференция на тема &amp;bdquo;Дигитални трансформации, медии и обществено включване&amp;ldquo;.&lt;/p&gt;</description>
		<author>УНСС</author>
		<pubDate>Fri, 21 Feb 2020 18:11:45 GMT</pubDate>
	</item>
	<item>
		<title>INTERNATIONAL CONFERENCE Call for Participatiion</title>
		<link>http://faculties.unwe.bg/iep/bg/events/13789/from-rss.html</link>
		<description>&lt;p style=&quot;text-align: center;&quot;&gt;&lt;img 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&quot; alt=&quot;&quot; width=&quot;796&quot; height=&quot;198&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;CALL FOR PARTICIPATION&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;International Conference&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&lt;i&gt;THE BALKANS AND EUROPE BETWEEN INTEGRATION AND PARTICULARISM: CHALLENGES AND PROSPECTS&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;Sofia, UNWE / October 25-26, 2018&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&gt;The conference is topical for many reasons, one being the European prospects of the Western Balkans as a focus of the shortly concluded Bulgarian Presidency of the EU Council. Historically Europe represents an arena of collision and intertwining of particularistic and integrative tendencies swinging between assertion of the part (be it a group, region or state), on the one hand, and the search for the unity and interconnection among the different parts, on the other. And over the last decades the manifestations of this dichotomy have become increasingly visible. Hence, issues pertaining to the European integration of the Western Balkans countries are bound to be seen in the more general context of opposing trends of integration and particularism running simultaneously on at least three levels.&lt;/p&gt;
&lt;p&gt;First are the problems of integration &lt;i&gt;within the countries themselves&lt;/i&gt;. The Catalonian crisis, the Scottish referendum, and the inter-communal problems in Belgium are examples of how problems in the integration of individual countries have become problems within the broader context of EU integration. Similar problems in Western Balkan countries are seen as an obstacle to their full European integration. Another manifestation of integration-particularism dichotomy is the increasingly visible opposition between &quot;euro integrators&quot; and euro sceptics in both the member States and the applicant countries.&lt;/p&gt;
&lt;p&gt;Second are the &lt;i&gt;relations between states &lt;/i&gt;and the resolution of all bilateral issues as a pre-condition for full membership. Under the conditions of the Western Balkans, this creates new lines of division and hence the breeding ground for particularism and opposition, such as for instance the asymmetric relations between full-fledged EU Member States and Candidate Countries. On the other hand, with the acquisition of full membership, contradictions between the involved countries are becoming internalized in the EU (as in the Slovenian-Croatian dispute over the Gulf of Piran). Indisputably Brexit represents the ultimate form of particularism.&lt;/p&gt;
&lt;p&gt;Thirdly, integration and particularism can also be seen &lt;i&gt;in a regional context&lt;/i&gt;. Over the last decades, there have been examples of enhancing and enriching forms of regional cooperation in the context and as a consequence of the European integration process (the revived regionalism of the Visegrad group, the new regional configuration of the Baltic republics + Poland, the Scandinavian group). Simultaneously, in the Balkans a number of regional cooperation initiatives and projects (such as SEECP, RCCs) have been launched, but they are not developing and remain fruitless while manifestations of regional particularism have been gaining ground (from geometric configurations involving some countries and excluding others, to the &quot;Bulgaria-Romania tandem&quot; on the road to EU membership, to the establishment of the &quot;Western Balkans&quot; at the 2003 Thessaloniki EU Summit).&lt;/p&gt;
&lt;p&gt;We invite contributions (presentation of research, position papers or poster presentation) to the conference from researchers, analysts, political practitioners and doctoral students in the following thematic areas:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;i&gt;The integration potential of the EU (28-1) and the &quot;enlargement fatigue&quot;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;Ethno-politics and integration: dimensions, patterns and results in the EU and Western Balkans&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;Particularism in the EU: between Brexit, Catalonia and Orban&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;The Bulgaria&amp;rsquo;s Presidency and the&amp;nbsp; EU prospects of the Western Balkans&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;&quot;Fatigued from waiting&quot;: the countries of the Western Balkans&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;From &quot;Turkey into the EU&quot; to &quot;Turkey and the EU&quot;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;Bilateral relations in the Balkans: between historical mythology and pragmatism&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;Collaboration and connectivity in the Balkans: projects and realities&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;Democratic deficit and rule of law: Balkan and European dimensions&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;Lines that unite, lines that divide: corruption and trafficking as Balkan/EU problems&lt;/i&gt;&lt;i&gt;&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;b&gt;Please, send the filled-in &lt;a href=&quot;%20/Uploads/IntEcon/iep_ca75e_CfP_Bal-EU_2018-ApplForm-final.docx%20&quot; title=&quot;Application form&quot;&gt;application form&lt;/a&gt; to &lt;/b&gt;&lt;a href=&quot;mailto:bal-eu2018@unwe.bg&quot;&gt;&lt;b&gt;bal-eu2018@unwe.bg&lt;/b&gt;&lt;/a&gt;&lt;b&gt; by Sept. 10, 2018 at latest.&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;ORGANIZATIONAL TIMETABLE: IMPORTANT DATES&amp;nbsp; AND&amp;nbsp; DEADLINES&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;Send a filled-in application form &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; by September 10, 2018 (at latest)&lt;/p&gt;
&lt;p&gt;Notification of acceptance&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; within 2 weeks from receiving the application&lt;/p&gt;
&lt;p&gt;Send the full paper&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; by September 30, 2018&lt;/p&gt;
&lt;p&gt;Preliminary program with paper summaries&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; sent to participants by October 10, 2018&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;CONFERENCE LANGUAGE&lt;/b&gt; is &lt;i&gt;English&lt;/i&gt;. However, for a limited number of presentations a consecutive Bulgarian-English translation will be provided (to be noted in the application form).&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;PUBLICATION OPTIONS&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;All papers presented at the conference together with the scripts of plenary discussions will be published in an edited conference proceedings volume (indexing in world scientific databases pending).&lt;/p&gt;
&lt;p&gt;Selected conference papers will be published in the UNWE scientific journals &lt;a href=&quot;http://unwe-research-papers.org/en&quot;&gt;Research Papers&lt;/a&gt; and &lt;a href=&quot;http://www.unwe.bg/eajournal/en&quot;&gt;Economic Alternatives&lt;/a&gt; (abstracting and indexing in EBSCO, RePec, CEEOL and other).&lt;/p&gt;
&lt;p&gt;Selected conference papers will be published also in a special issue of the journal of the Bulgarian Political Science Association &amp;lsquo;Politicheski izsledvania&amp;rsquo; (Political Studies).&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;CONFERENCE COST&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;There is &lt;b&gt;no conference fee&lt;/b&gt;. The conference organizers are able to &lt;b&gt;cover accommodation and per diems&lt;/b&gt; (in the form of meals) for authors of selected papers (to be noted in the application form).&lt;/p&gt;
&lt;p&gt;The conference organizers &lt;b&gt;cannot cover costs of international travel&lt;/b&gt;.&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;347&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&lt;b&gt;PROGRAM COMMITTEE:&lt;/b&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;314&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;right&quot;&gt;Assoc. prof. Igor Damyanov, UNWE&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;347&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Assoc. prof. Rumyana Kolarova, SU, BAPS&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;314&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;right&quot;&gt;Assoc. prof. Milanka Slavova, UNWE&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;347&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Prof. Dinko Dinkov, UNWE, Centre for Balkan Studies&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;314&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;right&quot;&gt;Assoc. prof. Theodora Kaleinska, UVT, BAPS&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;347&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Assoc. prof. Dobrin Kanev, NBU, BAPS&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;314&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;right&quot;&gt;Assoc. prof. Maria Bakalova, UNWE, BAPS&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;347&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;Assoc. prof. Blaga Blagoeva, UNWE, BAPS&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;314&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;right&quot;&gt;Assoc. prof. Emilia Zankina, AUBG, BAPS&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td width=&quot;347&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;314&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;347&quot; valign=&quot;top&quot;&gt;
&lt;p&gt;&lt;b&gt;ORGANIZING COMMITTEE:&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;Assoc. prof. Elisabeth Joneva, UNWE, BAPS&lt;/p&gt;
&lt;p&gt;Assist. prof. Alexandar Dimitrov, UNWE, BAPS&lt;/p&gt;
&lt;/td&gt;
&lt;td width=&quot;314&quot; valign=&quot;top&quot;&gt;
&lt;p align=&quot;right&quot;&gt;Assoc. prof. Maria Bakalova, UNWE, BAPS&lt;/p&gt;
&lt;p align=&quot;right&quot;&gt;Assist. prof. Antonina Habova, UNWE, BAPS&lt;/p&gt;
&lt;p align=&quot;right&quot;&gt;Assist. prof. Ivan Vinarov, UNWE, BAPS&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, 06 Jun 2018 12:09:30 GMT</pubDate>
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