<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0">
  <channel>
    <title>21 Международна научна конференция на младите учени Страници Modifications RSS Feed</title>
    <link>http://young-scientists.unwe.bg</link>
    <description>21 Международна научна конференция на младите учени - 21 Международна научна конференция на младите учени</description>
    <language>bg</language>
    <webMaster>amuw@unwe.bg</webMaster>
    <item>
      <title>Изисквания към авторите и темплейт на доклад</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78352/from-rss.html</link>
      <description>&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Изискванията за публикуване на докладите в сборника с доклади от &lt;b&gt;XXI МЕЖДУНАРОДНА НАУЧНА КОНФЕРЕНЦИЯ НА МЛАДИТЕ УЧЕНИ &amp;bdquo;ИКОНОМИКАТА НА БЪЛГАРИЯ И ЕВРОПЕЙСКИЯ СЪЮЗ: ГОДИНА ПЪРВА ОТ ПРИСЪЕДИНЯВАНЕТО НА РЕПУБЛИКА БЪЛГАРИЯ КЪМ ЕВРОЗОНАТА&amp;ldquo;&amp;nbsp;&lt;/b&gt;отразяват принципите, заложени в &amp;bdquo;Кодекса за поведение, насоки и добри практики на Редакторите на издания&amp;ldquo; (COPE) и във вътрешнонормативните документи на УНСС. Правилата регламентират стандартите за етично поведение на всички участници в процеса на публикуване: автори, редактори, рецензенти и Университета за национално и световно стопанство като издател.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;I.&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;ИЗИСКВАНИЯ КЪМ АВТОРИТЕ ЗА ПУБЛИКУВАНЕ НА ДОКЛАДИТЕ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;МАТЕРИАЛИТЕ НЕ ТРЯБВА ДА СА ПУБЛИКУВАНИ В ДРУГИ ИЗДАНИЯ. Приемат се единствено авторски оригинални доклади. Използваните чужди научни разработки трябва да бъдат коректно представени с цитат или референция.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Авторите трябва приложат ДЕКЛАРАЦИЯ ЗА АВТОРСТВО (по образец). Образецът е посочен на сайта на конференцията. Тази декларация удостоверява, че материалът не е публикуван в други издания. Декларацията, подписана от автора и сканирана, следва да бъде изпратена на е-мейла на конференцията mladiucheniconf@unwe.bg, заедно със ЗАЯВКАТА ЗА УЧАСТИЕ (по образец).&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При съавторство &amp;ndash; е необходимо всеки автор да попълни и приложи ДЕКЛАРАЦИЯ ЗА СЪАВТОРСТВО (по образец), в която да се посочи участието на всеки автор в доклада. Декларацията, подписана от всеки съавтор и сканирана, следва да бъде изпратена на е-мейла на конференцията mladiucheniconf@unwe.bg, заедно със ЗАЯВКАТА ЗА УЧАСТИЕ (по образец).&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Приетите доклади, оформени съобразно изискванията &amp;ndash; след рецензиране от хабилитирани учени, ще бъдат публикувани в Сборник от конференцията в електронен формат с ISBN номер. Сборникът с доклади от конференцията ще бъде вписан в Националния референтен списък на съвременни български научни издания с научно рецензиране на НАЦИД.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;За да бъде публикуван Сборникът с доклади от конференцията в Онлайн библиотеката за Централна и Източна Европа (Central and Eastern European Online Library - CEEOL), всеки автор следва да попълни ДЕКЛАРАЦИЯ ЗА CEEOL (по образец), подписана от всеки автор/съавтор и сканирана, следва да бъде изпратена на е-мейла на конференцията mladiucheniconf@unwe.bg, заедно със ЗАЯВКАТА ЗА УЧАСТИЕ (по образец).&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всеки участник с доклад ще получи в електронен вид Сборника с доклади от конференцията.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Регламентът за изнасяне и обсъждане на един доклад по време на конференцията е 10 минути.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Докладите на конференцията се представят с Power Point презентация.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Авторът (авторите) представят лично своя доклад на конференцията.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Авторите трябва да съхраняват първичните данни, използвани при анализите в доклада, и да са в състояние да предоставят първичните данни, свързани с доклада за редакционен преглед, ако бъдат поискани.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При отчитане на резултатите от научните си изследвания, авторите трябва да представят коректно извършената работа. В случай че автор открие значителна грешка или неточност в публикуваната му работа, негова отговорност е да уведоми незабавно Редакционната колегия и да сътрудничи с редактора за оттегляне или коригиране на изданието, ако това е възможно.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Авторите следва да оповестят възможните финансови или други конфликти на интереси, които биха могли да се считат като оказващи влияние върху резултатите, представени в статията, или върху тяхното тълкуване.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;II.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;b&gt;ИЗИСКВАНИЯ КЪМ АВТОРИТЕ ЗА ФОРМАТИРАНЕ НА ДОКЛАДИТЕ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При изготвянето на доклада спазвайте изцяло Образеца на доклад, представен по-долу. Докладът, изготвен съгласно изискванията, следва да бъде изпратен в указания срок на е-мейла на конференцията mladiucheniconf@unwe.bg.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Максималният обем на доклада е 8 страници, вкл. таблици, фигури (графики и диаграми) и библиография.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Докладите могат да бъдат написани и представени на работните езици на конференцията - български или английски.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Докладите ще бъдат публикувани на езика, на който са представени.&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Първата страница на доклада следва да съдържа следната информация:&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Заглавие на доклада - на български език&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Име и фамилия на автора (авторите) - на български език&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Научната степен, академичната длъжност, местоработата, адресът за кореспонденция и e-mail адресът на автора (авторите) следва да се дадат като бележка под линия (Footnote) на всеки автор - на български език&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Резюме (максимум до 300 думи) - на български език&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Ключови думи (максимум до 5 думи) - на български език&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;JEL класификация (поне един класификационен код)&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Заглавие на доклада - на английски език&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Име и фамилия на автора (авторите) - на английски език&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Научната степен, академичната длъжност, местоработата, адресът за кореспонденция и e-mail адресът на автора (авторите) следва да се дадат като бележка под линия (Footnote).&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Резюме (максимум до 300 думи) - на английски език&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Ключови думи (максимум до 5 думи) - на английски език&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;JEL класификация (поне един класификационен код)&lt;/span&gt;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Да се избягват абревиатури, диаграми (схеми) и референции към текста в резюмето.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;На първата страница заглавието на доклада, имената на автора (авторите), научната степен и академична длъжност, местоработата, както и резюмето и ключовите думи за българските участници задължително трябва да бъдат написани на български и на английски език. За чуждестранните участници &amp;ndash; те трябва да бъдат написани на английски език.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Докладите се изготвят на версия Word 2000 или по-висока във формат А4 (около 40 реда на страница).&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Препоръчителна последователност при оформяне на докладите:&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Увод / Introduction&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Дискусия на релевантната литература / Discussion of the relevant literature&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Обяснение на методологията / Methodology&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Използване на данните и източници / Data and sources&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Описание на резултатите от изследването / Results from the study&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Заключение / Conclusion&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Библиография / References&lt;/span&gt;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Докладите, изготвени на български език, трябва да съдържат едно Резюме на български език &amp;ndash; в обем до 300 думи, и едно Резюме (Abstract) на английски език &amp;ndash; в обем до 300 думи.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Докладите, изготвени на английски език, трябва да съдържат само едно Резюме (Abstract) на английски език &amp;ndash; в обем до 300 думи.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;JEL класификацията може да бъде намерена на следния линк: https://www.aeaweb.org/econlit/jelCodes.php?view=jel&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При техническото оформяне на докладите е нужно да се спазват следните изисквания за форматиране:&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Полета на страниците: отляво &amp;ndash; 2,5 см, отдясно &amp;ndash; 2,5 см, отгоре &amp;ndash; 2,5 см, отдолу &amp;ndash; 2,5 см .&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Шрифт на текста на доклада: Times New Roman, 12 pt, normal.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Междуредие: 1,5.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Заглавие на доклада: шрифт Times New Roman, 14 pt, cap lock, bold, centered.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Номерация на страниците: долу, центрирано.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Име и фамилия на автора (авторите) (разположени след един празен ред след заглавието): шрифт Times New Roman, 12 pt, bold, centered.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Резюме / Abstract (разположено след един празен ред след името и фамилията на автора (авторите)): шрифт Times New Roman, 12 pt, italic, justified.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Ключови думи / Keywords (разположени след един празен ред след резюмето): шрифт Times New Roman, 12 pt, italic, justified.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Подзаглавия: шрифт Times New Roman, 12 pt, bold, centered.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Формулите трябва да са центрирани и номерирани отдясно (1), (2),...&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;em&gt;&lt;strong&gt;Таблици и фигури:&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всички графики и диаграми трябва да бъдат обозначени като фигури и последователно да бъдат номерирани с арабски цифри. Наименованията трябва да бъдат поставени под фигурите.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Графиките и диаграмите да не се слагат в текста като снимки, а като изображения с възможност за редактиране.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Таблиците трябва да последователно номерирани с арабски цифри. Наименованията трябва да бъдат поставени над таблиците.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Таблиците да не се слагат в текста като снимки, а като таблици с възможност за редактиране.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Източникът на данните в таблица/фигура трябва да бъде посочен под таблицата/фигурата. В таблиците и фигурите може да бъде включен текст на български език и на английски език &amp;ndash; шрифт Font Times New Roman, 10 pt, normal.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;&lt;em&gt;Цитиране в текста:&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При цитиране в текста на публикации от друг автор или автори, да се спазват следните посоче&amp;shy;ни правила:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Krugman at al. (1997); Born (1998) and Jones (2001); Barney (1991; 1994).&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При цитиране в текста на публикации от други автори да се спазват посочените по-нататък правила.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Когато се цитира конкретен текст от чужда публикация, да се посочват страниците: Павлов (2002, с. 333) твърди, че &quot;. . . . . . &quot;. Без посочване на конкретен текст е само: Павлов (2002) потвърждава тезата за наличието на връзка . .&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Когато името на автора не е посочено директно в текста, то се поставя в скоби заедно с годината на публикацията: Този проблем е вече изследван (Кругман и др., 1997).&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Когато в едно изречение са посочени повече от един автор, те се цитират: Smith (2000) и Born (2002) също доказват, че . . . .&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При повече от една публикация по темата от даден автор позоваването е: Както предлага Barney (1991; 1997) . . . или Изследвания през 90-те години (Barney, 1991; 1997) показват, че . . .&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Ако се използват няколко публикации от един автор в една и съща година, след годината се добавя малка буква а, в, с и т.н. Пример: Предходно изследване на Porter (1990а) показва, че . . . , но по-късно изследване отново от Porter (1990в) разширява това твърдение с нови аспекти.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При цитиране на вторични източници форматът е: Изследване на Brown (2000, цитирано в Smith, 2004, с. 120) показва, че . . .&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;&lt;em&gt;Библиография&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Библиографията следва да бъде посочена след основния текст, без номериране на литературните източници.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Източниците (публикации и т.н.) се подреждат по азбучен ред на фамилиите на авторите &amp;ndash; първо на кирилица, а след това на латиница и други езици.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;&lt;i&gt;Под всеки цитиран източник на кирилица &amp;ndash; на български език, да се даде същият източник, изписан по правилата на Закона за транслитерацията.&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Пример:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Ерхард, Л. (1993). Благоденствие за всички. София, УИ &amp;bdquo;Стопанство&amp;ldquo;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;(Erhard, L. (1993). Blagodenstvie za vsichki, Sofia, UI &amp;bdquo;Stopanstvo&amp;ldquo;.)&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Поредността на публикациите от един автор се отбелязва чрез добавяне на малки букви а, в, с и т.н. след годината на публикуване.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При съставяне на списъка с цитираните източници да се използват следните модели (формати):&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;i&gt;За книги и монографии:&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Porter, M. (1990). The Competitive Аdvantage of Nations. New York: The Free Press.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Post, J., Lawrence, A., Weber, J. (1999). Business and Society. 9th ed. Irwin/McGraw &amp;ndash; Hill.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Георгиев, И. (1999). Основи на инвестира&amp;shy;нето. София: Университетско издателство &quot;Стопанство&quot;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;i&gt;За статии и периодични издания:&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Farrell, J., Shapiro, C. (2008). How Strong Are Weak Patents? American Economic Review, 98(4), pp. 1347-1369.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Динков, Д. (2011). Виртуалните общно&amp;shy;сти в постмодерния свят. Икономически алтернативи, № 4, с. 3-18.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;i&gt;При посочване на автор от колективна публикация:&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Friedman, M. (1991). The Social Responsibility of Business Is to Increase Its Profits, in J. Bower (ed.), The Craft of General Management. Boston: Harvard Business School Publications, 287-296.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;i&gt;За интернет/електронни източници:&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Ако източникът е уеб сайт, информацията се подрежда, както следва: източник, година, заглавие на уеб документа или уеб страницата [средство за достъп], наличен в: уеб сайт адрес/ URL[Дата на последно влизане на потребителя (за застраховка)]&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Пример:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;American Economic Association (2012). JEL Classification Codes Guide, [online] Available at: &amp;lt;http://www.aeaweb.org/jel/guide [Accessed 15 May 2012].&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Hart, K. (1998) The place of the 1898 Cambridge, Anthropological Expedition to the Torres Straits (CAETS) in the history of British social anthropology. Science as Culture. [Online] 11 (1). Available: http://human-nature.com/science-as-culture/hart.html [Accessed 9 November 2003]&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;За непосочените случаи и източници следва да се използва Харвардската система за цитиране.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Изтеглете образци на доклад - на български и на английски език (Paper template in Bulgarian and in English) от прикачените файлове.&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Sun, 04 Oct 2026 11:17:32 GMT</pubDate>
    </item>
    <item>
      <title>Покана</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78358/from-rss.html</link>
      <description>&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot;&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 25 Sep 2026 09:58:10 GMT</pubDate>
    </item>
    <item>
      <title>Декларация за авторство</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78353/from-rss.html</link>
      <description>&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;font-size: medium; color: #ff0000;&quot;&gt;Уважаеми участници, молим да изпращате вашите декларации за авторство на мейла на конференцията: mladiucheniconf@unwe.bg&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Sat, 05 Sep 2026 23:19:17 GMT</pubDate>
    </item>
    <item>
      <title>Програмен Комитет</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78345/from-rss.html</link>
      <description>&lt;p&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Румен Брусарски&lt;/b&gt; &amp;ndash; Председател на Програмния комитет на конференцията, Декан на Финансово-счетоводен факултет на УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Красимир Йорданов&lt;/b&gt; &amp;ndash; Заместник-председател на Програмния комитет на конференцията, Заместник-декан по научноизследователската дейност на Финансово-счетоводен факултет на УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span data-olk-copy-source=&quot;MessageBody&quot;&gt;Prof. Serhii Harkusha&lt;/span&gt;&lt;/strong&gt;&lt;span&gt;&lt;span&gt;&lt;strong&gt;, PhD&lt;/strong&gt; &amp;ndash; Rector of Poltava University of Economics and Trade (PUET), Poltava, Ukraine&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Prof. Nataliia Pedchenko, PhD&lt;/strong&gt;&amp;nbsp;&amp;ndash;&amp;nbsp;First Vice-Rector&amp;nbsp;of Poltava University of Economics and Trade, Poltava, Ukraine&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Даниела Фесчиян&lt;/b&gt; &amp;ndash; Ръководител на катедра &quot;Счетоводство и анализ&quot;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Доц. д-р Гергана Михайлова-Борисова&lt;/b&gt; &amp;ndash; Ръководител на катедра &amp;bdquo;Финанси&amp;rdquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Доц. д-р Ина Лечева&lt;/b&gt; &amp;ndash; В.и.д. Ръководител на катедра &amp;bdquo;Финансов контрол&amp;ldquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Теодора Рупска&lt;/b&gt; &amp;ndash; Председател на Общото събрание на Финансово-счетоводен факултет на УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Доц. д-р Атанас Георгиев&lt;/b&gt; &amp;ndash; Декан на&amp;nbsp;Стопанския факултет на Софийски университет &amp;ldquo;Св. Климент Охридски&amp;rdquo;, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Вяра Кюрова&amp;nbsp;&lt;/b&gt;&amp;ndash; Заместник-ректор по образователни дейности на Югозападен университет &quot;Неофит Рилски&quot;, Благоевград, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Проф. д-р Райна Димитрова&lt;/strong&gt;&amp;nbsp;&amp;ndash; Декан на&amp;nbsp;Стопанския факултет при Югозападен университет &quot;Неофит Рилски&quot;, Благоевград, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;!--StartFragment--&gt;&lt;span data-olk-copy-source=&quot;MessageBody&quot;&gt;&lt;strong&gt;Проф. д-р Ренета Димитрова&lt;/strong&gt; - Ръководител на Департамент &quot;Икономика&quot; при Нов Български Университет (НБУ), София; България;&lt;/span&gt;&lt;!--EndFragment--&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Татяна Хубенова-Делисивкова&lt;/b&gt; &amp;ndash; Председател на Управителния съвет на Съюза на икономистите в България (СИБ),&amp;nbsp;&amp;nbsp;София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Калоян Стефанов&lt;/b&gt; &amp;ndash; Председател на Студентския съвет при УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;div data-olk-copy-source=&quot;MessageBody&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Prof. Mario Pecaric, DSc&lt;/b&gt; &amp;ndash; Professor in Faculty of Economics, Business and Tourism, University of Split, Split, Croatia, and Professor, Faculty of Economics and Business, University of Rijeka, Rijeka, Croatia&lt;/span&gt;&lt;/div&gt;
&lt;div data-olk-copy-source=&quot;MessageBody&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Prof. Helena Blazic, PhD&lt;/b&gt; &amp;ndash; Professor in Faculty of Economics and Business, University of Rijeka, Rijeka, Croatia&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Andrej Ilievski, PhD&lt;/b&gt; &amp;ndash; University American College Skopje, School of Business Economics and Management, Skopje, Republic of North Macedonia&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Adj. Prof. Vanina Dangarska, PhD&lt;/b&gt; &amp;ndash; Adjunct Professor in Department of Economics, Teaching Tutor Department of Management, University of Bologna, Italy - Alma Mater Studorium Universita di Bologna-Sede di Rimini, Bologna, Italy&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Nikolina Vrcelj&lt;/b&gt; &amp;ndash; Researcher, Scientific Conference Secretary of ERAZ Conference, Balkans JETSS Managing Editor, Executive Manager at the Association of Economists and Managers of the Balkans (UdEkoM Balkan), Belgrade, Serbia&amp;nbsp;&lt;/span&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 04 Sep 2026 14:09:27 GMT</pubDate>
    </item>
    <item>
      <title>Редакционен съвет</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78361/from-rss.html</link>
      <description>&lt;p&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Румен Брусарски&amp;nbsp;&lt;/b&gt;&amp;ndash;&amp;nbsp;Финансово-счетоводен факултет, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Силвия Трифонова&amp;nbsp;&lt;/b&gt;&amp;ndash;&amp;nbsp;Финансово-счетоводен факултет, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Красимир Йорданов&amp;nbsp;&lt;/b&gt;&amp;ndash;&amp;nbsp;Финансово-счетоводен факултет, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Prof. Mario Pecaric, DSc&lt;/strong&gt;&amp;nbsp;&amp;ndash; Faculty of Economics, Business and Tourism, University of Split, Split, Croatia, and Professor, Faculty of Economics and Business, University of Rijeka, Rijeka, Croatia&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Prof. Ljupcho Stojcheski, PhD&lt;/strong&gt;&amp;nbsp;&amp;ndash; European University, Republic of North Macedonia, Dean of Faculty of Information Technologies, International University of Struga, Struga, Republic of North Macedonia&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Prof. Yevhen Namliev, PhD&lt;/strong&gt;&amp;nbsp;&amp;ndash; Higher School of Social and Economic in Przeworsk, Poland&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Prof. Liudmyla Golovkova, DSc&lt;/strong&gt; &amp;ndash; Department of Finance, Accounting and Psychology, Ukranian State University of Science and Technology, Dnipro, Ukraine, Vice-President of the Ukranian Scientific Diaspora in France, Paris, France&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Prof. Oleksandr S. Balan, PhD&lt;/strong&gt;&amp;nbsp;&amp;ndash; Odesa Polytechnic National University, Odesa, Ukraine&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Assoc. Prof. Oleksandr. P. Krupskyi, PhD&lt;/strong&gt; &amp;ndash;&amp;nbsp;Oles Honchar Dnipro National University, Dnipro, Ukraine&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span data-olk-copy-source=&quot;MessageBody&quot; style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Prof. Lyudmyla Shymanovska-Dianych, PhD&lt;/strong&gt;&amp;nbsp;&amp;ndash;&amp;nbsp;&lt;!--StartFragment--&gt;&lt;span data-olk-copy-source=&quot;MessageBody&quot;&gt;Head of the Department of Management, Poltava University of Economics and Trade (PUET), Poltava, Ukraine&lt;/span&gt;&lt;!--EndFragment--&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span data-olk-copy-source=&quot;MessageBody&quot; style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Prof. Elizabeta Tomevska-Ilievska, DSc&lt;/strong&gt; - Ss. Cyril and Methodius University, Skopje, Republic of North Macedonia&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Andrej Ilievski, PhD&lt;/strong&gt;&amp;nbsp;&amp;ndash;&amp;nbsp;University American College Skopje (UACS), School of Business Economics and Management, Skopje, Republic of North Macedonia&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Богомил Манов&lt;/b&gt;&amp;nbsp;&amp;ndash; Финансово-счетоводен факултет, УНСС, София, България&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Маргарита Александрова&lt;/b&gt;&lt;b&gt;-&lt;/b&gt;&lt;b&gt;Борисова&lt;/b&gt;&amp;nbsp;&amp;ndash; Финансово-счетоводен факултет, УНСС, София, България&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Снежана Башева&lt;/b&gt;&amp;nbsp;&amp;ndash; Финансово-счетоводен факултет, УНСС, София, България&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Румяна Пожареска&lt;/b&gt;&amp;nbsp;&amp;ndash; Финансово-счетоводен факултет, УНСС, София, България&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Тодор Недев&lt;/b&gt;&amp;nbsp;&amp;ndash; Финансово-счетоводен факултет, УНСС, София, България&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Доц. д-р Радостин Вазов&lt;/b&gt;&amp;nbsp;&amp;ndash; Стопански факултет, Софийски университет &amp;bdquo;Св. Климент Охридски&amp;ldquo;, София, България&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Доц. д-р Иван Тодоров&lt;/strong&gt;&amp;nbsp;&amp;ndash;&amp;nbsp;Стопански факултет, Югозападен университет &amp;bdquo;Неофит Рилски&amp;ldquo;, Благоевград, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Доц. д-р Владимир Ценков&lt;/strong&gt;&amp;nbsp;&amp;ndash;&amp;nbsp;Стопански факултет, Югозападен университет &amp;bdquo;Неофит Рилски&amp;ldquo;, Благоевград, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Доц. д-р Емил&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Калчев&lt;/strong&gt; - Департамент &quot;Икономика&quot;, Нов Български Университет (НБУ), София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Доц. д-р Лена Русенова&amp;nbsp;&amp;ndash;&amp;nbsp;&lt;/strong&gt;Финансово-счетоводен факултет, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Доц. д-р Мария Маркова&lt;/strong&gt;&amp;nbsp;&amp;ndash; Финансово-счетоводен факултет, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Доц. д-р Атанаска Филипова-Сланчева&lt;/strong&gt;&amp;nbsp;&amp;ndash; Финансово-счетоводен факултет, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Доц. д-р Лиляна Джонева&lt;/strong&gt;&amp;nbsp;&amp;ndash; Финансово-счетоводен факултет, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Доц. д-р Таня Вазова&lt;/strong&gt;&amp;nbsp;&amp;ndash;&amp;nbsp;Пловдивски университет &amp;bdquo;Пайсий Хилендарски&amp;ldquo;, Пловдив, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Гл. ас. д-р Тома Дончев&lt;/b&gt;&amp;nbsp;&amp;ndash; Финансово-счетоводен факултет, УНСС, София, България&lt;/span&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Tue, 25 Aug 2026 10:53:44 GMT</pubDate>
    </item>
    <item>
      <title>Организационен Комитет</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78346/from-rss.html</link>
      <description>&lt;p&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Силвия Трифонова&lt;/b&gt; &amp;ndash; Председател на Организационния комитет на конференцията, Заместник-декан по качество и международно сътрудничество на Финансово-счетоводен факултет на УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Prof. Tetiana Hudz&lt;/b&gt;&lt;strong&gt;, PhD&lt;/strong&gt;&amp;nbsp;&amp;ndash;&amp;nbsp;Director of the Educational and Scientific Centre for Training Highly Qualified Personnel&amp;nbsp; of Poltava University of Economics and Trade, Poltava, Ukraine&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Надя Велинова-Соколова&lt;/b&gt;&amp;nbsp;&amp;ndash; катедра &amp;ldquo;Финанси и счетоводство&amp;rdquo;, Стопански факултет на Софийския университет &quot;Св. Климент Охридски&quot;, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Доц. д-р Радостин Вазов&lt;/strong&gt; &amp;ndash; Катедра &amp;ldquo;Статистика и иконометрия&amp;rdquo;, Стопански факултет на Софийския университет &quot;Св. Климент Охридски&quot;, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Доц. д-р Стоян Танчев&lt;/strong&gt; - Ръководител на катедра &quot;Финанси и отчетност&quot;, Стопански факултет при Югозападен университет &quot;Неофит Рилски&quot;, Благоевград, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Доц. д-р Елена Ставрова&lt;/strong&gt;&amp;nbsp;- Катедра &quot;Финанси и отчетност&quot;, Стопански факултет при Югозападен университет &quot;Неофит Рилски&quot;, Благоевград, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;!--StartFragment--&gt;&lt;span data-olk-copy-source=&quot;MessageBody&quot;&gt;&lt;strong&gt;Доц. д-р Цветелина Маринова&lt;/strong&gt; - Департамент &quot;Икономика&quot; при Нов Български Университет (НБУ), София, България&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Prof. Ljubomir Drakulevski, PhD&lt;/b&gt; &amp;ndash; Dean of Faculty of Economics, Ss. Cyril and Methodius University of Skopje, Skopje, Republic of North Macedonia&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Prof. Vesna Bucevska, PhD&lt;/b&gt; &amp;ndash; Vice-Dean on Science and International Activity of the Faculty of Economics, Ss. Cyril and Methodius University of Skopje, Skopje, Republic of North Macedonia&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Prof. Ljupcho Stojcheski, PhD&lt;/b&gt; &amp;ndash; European University, Republic of North Macedonia, Dean of Faculty of Information Technologies, International University of Struga, Struga, Republic of North Macedonia&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Nataliia&amp;nbsp;Manzhura&amp;nbsp;&lt;/b&gt;&amp;ndash;&amp;nbsp;Head of the Scientific and Organizational Department of Poltava University of Economics and Trade, Poltava, Ukraine&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Проф. д-р Пресияна Ненкова&amp;nbsp;&lt;/b&gt;- Катедра &quot;Финанси&quot;, Финансово-счетоводен факултетм, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Доц. д-р Атанаска Филипова-Славчева&lt;/b&gt; &amp;ndash; Катедра &amp;bdquo;Счетоводство и анализ&amp;rdquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Доц. д-р Лиляна Джонева&lt;/b&gt;&amp;nbsp;&amp;ndash; Катедра &amp;bdquo;Счетоводство и анализ&amp;rdquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Доц. д-р Мария Маркова&amp;nbsp;&lt;/b&gt;&amp;ndash; Катедра &amp;bdquo;Счетоводство и анализ&amp;rdquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Доц. д-р Евгени Райков&lt;/b&gt; &amp;ndash; Катедра &amp;bdquo;Финанси&amp;ldquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Гл. ас. д-р Катерина Войческа-Никодиноска&lt;/b&gt; &amp;ndash; Катедра &amp;bdquo;Финанси&amp;rdquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Гл. ас. д-р Николина Николова&lt;/b&gt; &amp;ndash; Катедра &amp;bdquo;Счетоводство и анализ&amp;ldquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Гл. ас. д-р Росица Тончева&lt;/b&gt; &amp;ndash; Катедра &amp;bdquo;Финанси&amp;rdquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Гл. ас. д-р Тома Дончев&lt;/b&gt; &amp;ndash; Катедра &amp;bdquo;Финансов контрол&amp;rdquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Гл. ас. д-р Галя Тасева&lt;/b&gt;&amp;nbsp;&amp;ndash; Катедра &amp;bdquo;Финанси&amp;ldquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Гл. ас. д-р Кремена Володинова Шутилова-Йочколовска&lt;/b&gt; &amp;ndash; Катедра &amp;bdquo;Финанси&amp;ldquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Гл. ас. д-р Ангел Ангелов&amp;nbsp;&lt;/strong&gt;&amp;ndash; Катедра &amp;bdquo;Финанси&amp;ldquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Гл. ас. д-р Явор Башев&amp;nbsp;&lt;/strong&gt;&amp;ndash; Катедра &amp;bdquo;Финансов контрол&amp;ldquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Гл. ас. д-р Маргарита Иванова &lt;/strong&gt;- Катедра &quot;МИО и бизнес&quot;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Ас. д-р Ивайло Тасков&amp;nbsp;&lt;/strong&gt;&amp;ndash; Катедра &amp;bdquo;Финанси&amp;ldquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Гл. ас. д-р Валя Василева&lt;/b&gt; &amp;ndash;&amp;nbsp;Катедра &amp;bdquo;Финанси&amp;ldquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Емилия Стоименова&lt;/b&gt; &amp;ndash; Началник сектор, Финансово-счетоводен факултет на УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Гл. ас. д-р Милена Ковачевич&lt;/b&gt; &amp;ndash; Организационен секретар на конференцията, катедра &amp;bdquo;Финанси&amp;rdquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Гл. ас. д-р Ясен Даскалов&lt;/b&gt; &amp;ndash; Организационен секретар на конференцията, катедра &amp;bdquo;Счетоводство и анализ&amp;rdquo;, УНСС, София, България&lt;/span&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 24 Aug 2026 08:24:24 GMT</pubDate>
    </item>
    <item>
      <title>Контакти</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78357/from-rss.html</link>
      <description>&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Гл. ас. д-р Милена Ковачевич&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Организационен секретар на конференцията&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Гл. ас. д-р Ясен Даскалов&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Организационен секретар на конференцията&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;E-mail:&lt;/span&gt;&amp;nbsp;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;a href=&quot;mailto:mladiucheni2019@unwe.bg&quot;&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;mladiucheniconf@unwe.bg&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;/span&gt; &amp;nbsp;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Финансово-счетоводен факултет&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;1700 София, УНСС, район &quot;Студентски&amp;rdquo;, ул. &amp;bdquo;8 декември&amp;rdquo; № 19&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Актуална информация за конференцията се публикува на интернет страницата на конференцията:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;a href=&quot;http://young-scientists.unwe.bg/&quot;&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;http://young-scientists.unwe.bg/&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Sat, 08 Aug 2026 10:21:27 GMT</pubDate>
    </item>
    <item>
      <title>Декларация за съавторство</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78354/from-rss.html</link>
      <description>&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong style=&quot;color: #ff0000; font-size: medium;&quot;&gt;Уважаеми участници, молим да изпращате вашите деклации за съавторство на мейла на конференцията: mladiucheniconf@unwe.bg&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Sat, 08 Aug 2026 10:20:24 GMT</pubDate>
    </item>
    <item>
      <title>Заявка за участие</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78351/from-rss.html</link>
      <description>&lt;p&gt;Може да попълните заявката за участие на посочения линк или с QR код:&lt;span style=&quot;color: #000000;&quot;&gt;&lt;a href=&quot;https://forms.office.com/e/iL0DMJcAfP&quot;&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/a&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;a href=&quot;https://forms.cloud.microsoft/e/VazMqxJ7Bk&quot;&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;https://forms.cloud.microsoft/e/VazMqxJ7Bk&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;div class=&quot;css-630&quot;&gt;&lt;/div&gt;
&lt;p&gt;&lt;img src=&quot;data:image/png;base64,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&quot; width=&quot;128&quot; height=&quot;128&quot; class=&quot;css-631&quot; alt=&quot;QR code&quot;&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Sat, 08 Aug 2026 10:05:03 GMT</pubDate>
    </item>
    <item>
      <title>Програма</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78350/from-rss.html</link>
      <description>&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Предварителната програма на &lt;strong&gt;XXI Международна научна конференция на младите учени на тема&amp;nbsp;&lt;/strong&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;&amp;bdquo;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;ИКОНОМИКАТА НА БЪЛГАРИЯ И ЕВРОПЕЙСКИЯ СЪЮЗ:&lt;b&gt;&amp;nbsp;ГОДИНА ПЪРВА ОТ ПРИСЪЕДИНЯВАНЕТО НА РЕПУБЛИКА БЪЛГАРИЯ КЪМ ЕВРОЗОНАТА&lt;/b&gt;&amp;rdquo;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&amp;nbsp;ще бъде публикувана скоро.&lt;/span&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Sat, 08 Aug 2026 10:04:25 GMT</pubDate>
    </item>
    <item>
      <title>Такса за правоучастие</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78349/from-rss.html</link>
      <description>&lt;p class=&quot;Default&quot;&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всички участници от УНСС и от партниращите университети и организации&amp;nbsp;са освободени от такса за правоучастие в конференцията.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Размер на таксата за правоучастие в конференцията&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Таксата за правоучастие в конференцията&amp;nbsp;за участници&amp;nbsp;извън УНСС и партниращите университети&amp;nbsp;и организации е 100&amp;nbsp;евро (сто евро) (с включен ДДС).&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Таксата се заплаща по следната банкова сметка на УНСС:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;БАНКОВИ ДАННИ&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Банка: БНБ&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;BIC на БНБ: BNBGBGSD&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;IBAN: BG03BNBG96613100174601.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Основание на плащането: &amp;ldquo;Такса за правоучастие в 21-та международна конференция на младите учени&amp;rdquo;.&lt;/span&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Sat, 08 Aug 2026 10:03:52 GMT</pubDate>
    </item>
    <item>
      <title>Политика за научната насоченост (Content Relevance Policy)</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78364/from-rss.html</link>
      <description>&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ПОЛИТИКА ЗА НАУЧНАТА НАСОЧЕНОСТ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;(Content Relevance Policy)&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;1. Цел на политиката&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Политиката за научната насоченост определя тематичната идентичност на изданието и гарантира, че публикуваните материали имат последователна научна ориентация, ясно място в международния научен обмен и устойчив принос към съответната дисциплина.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;2. Научен обхват&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Изданието публикува изследвания, които:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;развиват съществуващи научни знания;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;предлагат нови теоретични или приложни решения;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;използват научно обосновани методологии;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;имат потенциал за международна научна комуникация.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;3. Критерии за тематична релевантност&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всеки ръкопис се оценява спрямо:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;съответствие с предметната област на списанието;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;ясно формулиран научен проблем;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;принос към съществуващата литература;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;наличие на международен научен контекст;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;потенциал за въздействие върху развитието на дисциплината.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;4. Недопустимо съдържание&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Не се приемат публикации, които:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;нямат ясно изразен научен принос;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;представляват само описателни материали без аналитична стойност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;не са свързани с тематичния профил на изданието;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;съдържат непроверени твърдения без научна аргументация.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;5. Стратегическа цел&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Чрез настоящата политика изданието гарантира:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;ясно научно позициониране;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;последователност на съдържанието;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;международна разпознаваемост;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;устойчиво развитие към включване в международни библиографски и цитатни бази данни.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;</description>
      <author>УНСС</author>
      <pubDate>Sat, 08 Aug 2026 10:03:25 GMT</pubDate>
    </item>
    <item>
      <title>Годишен редакционен отчет</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78411/from-rss.html</link>
      <description>&lt;div&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Годишен редакционен отчет на подадените доклади за участие в сборника от&amp;nbsp;&lt;b&gt;ДВАДЕСЕТАТА МЕЖДУНАРОДНА НАУЧНА КОНФЕРЕНЦИЯ НА МЛАДИТЕ УЧЕНИ &amp;bdquo;ИКОНОМИКАТА НА БЪЛГАРИЯ И ЕВРОПЕЙСКИЯ СЪЮЗ: 20 ГОДИНИ ОТ ПОДПИСВАНЕТО НА ДОГОВОРА ЗА ПРИСЪЕДИНЯВАНЕ НА РЕПУБЛИКА БЪЛГАРИЯ КЪМ ЕВРОПЕЙСКИЯ СЪЮЗ И ЧЛЕНСТВО В ЕВРОЗОНАТА ОТ 1.01.2026&amp;ldquo;, 6-7. 11.2025 г., УНСС, София, България:&lt;/b&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;брой подадени материали - 162;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;брой приети - 112;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;брой отхвърлени - 50;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;процент на приети - 69%&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;</description>
      <author>УНСС</author>
      <pubDate>Sat, 08 Aug 2026 10:02:56 GMT</pubDate>
    </item>
    <item>
      <title>Редакционна политика и политика по рецензиране</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78348/from-rss.html</link>
      <description>&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакционната политика за публикуване на научни доклади в сборника с доклади от &lt;b&gt;XXI МЕЖДУНАРОДНА НАУЧНА КОНФЕРЕНЦИЯ НА МЛАДИТЕ УЧЕНИ &amp;bdquo;ИКОНОМИКАТА НА БЪЛГАРИЯ И ЕВРОПЕЙСКИЯ СЪЮЗ: ГОДИНА ПЪРВА ОТ ПРИСЪЕДИНЯВАНЕТО НА РЕПУБЛИКА БЪЛГАРИЯ КЪМ ЕВРОЗОНАТА&amp;ldquo;&lt;/b&gt; отразяват принципите, заложени в &amp;bdquo;Кодекса за поведение, насоки и добри практики на Редакторите на издания&amp;ldquo; (COPE) и във вътрешнонормативните документи на УНСС. Правилата регламентират стандартите за етично поведение на всички участници в процеса на публикуване: автори, редактори, рецензенти и Университета за национално и световно стопанство като издател.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакционната политика определя принципите, правилата и процедурите за приемане, рецензиране, редактиране и публикуване на научни доклади в сборника с доклади от &lt;strong&gt;XXI&lt;/strong&gt;&lt;b&gt;&amp;nbsp;МЕЖДУНАРОДНА НАУЧНА КОНФЕРЕНЦИЯ НА МЛАДИТЕ УЧЕНИ &amp;bdquo;ИКОНОМИКАТА НА БЪЛГАРИЯ И ЕВРОПЕЙСКИЯ СЪЮЗ: ГОДИНА ПЪРВА ОТ ПРИСЪЕДИНЯВАНЕТО НА РЕПУБЛИКА БЪЛГАРИЯ КЪМ ЕВРОЗОНАТА&amp;ldquo;&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакционната политика има за цел да гарантира:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;високо научно качество;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;академична почтеност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;прозрачност на редакционния процес;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;равнопоставеност на всички автори;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;независимост на редакционните решения;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;съответствие с международните стандарти за научно публикуване.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакционният процес се основава на принципите на научната етика, обективността, безпристрастността и конфиденциалността.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Изданието предоставя свободен достъп до публикуваните научни материали с цел максимално разпространение и използване на научното знание.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакционният екип осъществява дейността си при спазване на следните &lt;b&gt;принципи&lt;/b&gt;:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Научна независимост&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакционните решения се основават единствено на научната стойност на представените ръкописи.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Политически, институционални, финансови, религиозни или лични съображения не влияят върху процеса на оценяване.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Академична почтеност&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всички участници в публикационния процес спазват принципите на академичната етика.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Не се допуска:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;плагиатство;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;самоплагиатство;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;манипулиране на данни;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;фабрикуване на резултати;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;подвеждащо авторство.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Безпристрастност&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всички ръкописи се разглеждат без дискриминация по отношение на:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;националност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;пол;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;възраст;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;институционална принадлежност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;религия;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;политически възгледи;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;етническа принадлежност.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Редакционна независимост&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакторите вземат решения независимо от:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;организаторите на конференцията;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;финансиращите организации;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;работодателите на авторите;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;спонсори;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;външни заинтересовани страни.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакторът носи пълна отговорност за окончателното решение относно публикуването.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Научното съдържание се определя от академични критерии, а не от институционален, финансов или организационен натиск.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Съдържанието на сборника е изградено на принципите на:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;независимост на редакционните решения;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;разделяне между организаторска и редакционна дейност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;защита на редакторите от външно влияние;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;критерии за приемане, основани единствено на научно качество.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Конфиденциалност&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всички материали се разглеждат като поверителни.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакторите:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;не предоставят информация относно ръкописите;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;не разкриват самоличността на рецензентите;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;използват информацията единствено за редакционни цели.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Прозрачност&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакционният процес е публично описан.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;На интернет страницата на конференцията се публикуват:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;редакционната политика;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;политиката за рецензиране;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;публикационната етика;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;изискванията към авторите;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;политиката срещу плагиатството;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;процедурите за корекции и оттегляне.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ОТГОВОРНОСТИ НА РЕДАКЦИОННИЯ ЕКИП&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Главният редактор:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;организира редакционния процес;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;назначава рецензенти;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;следи за качеството;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;взема окончателните решения;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;гарантира спазването на етичните стандарти.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакторският екип:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;подпомага редактора;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;предлага рецензенти;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;оценява политиката за рецензиране;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;участва с предложения за промени в редакторската политика.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;КРИТЕРИИ ЗА ПРИЕМАНЕ НА &lt;/b&gt;&lt;b&gt;ДОКЛАДИ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;До публикуване се допускат само ръкописи, които:&lt;/span&gt;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: circle;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;съдържат оригинално научно изследване;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;не са публикувани преди това;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;не се разглеждат едновременно от друго издание;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;отговарят на тематичния обхват;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;съдържат ясно описание на използваната методология;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;включват научно обосновани резултати;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;съдържат актуални литературни източници;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;преминали са успешно процедурата по двойно анонимно рецензиране.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;РЕДАКЦИОНЕН ПРОЦЕС&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакционният процес включва следните етапи:&lt;/span&gt;&lt;/p&gt;
&lt;ol start=&quot;1&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Изпращане на доклада.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Проверка за спазване на техническите изисквания.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Проверка за плагиатство.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Назначаване на двама независими рецензенти.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Получаване на рецензии.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Отразяване на корекции (ако е необходимо).&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Повторно рецензиране.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Окончателно решение.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Езикова редакция.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Предпечатна подготовка.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Публикуване.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакторският екип съхранява:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;ръкописите/докладите;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;рецензиите;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;декларациите;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;кореспонденцията;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;редакционните решения.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Документите се пазят минимум пет години след публикуването.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Авторите се насърчават да предоставят достъп до използваните изследователски данни, когато това е възможно и не нарушава етични или правни ограничения.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ПОЛИТИКА ЗА РЕЦЕНЗИРАНЕ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;(PEER REVIEW POLICY)&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Политиката за рецензиране има за цел да гарантира високото научно качество, оригиналността и академичната стойност на публикациите, включени в сборника на конференцията.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Процесът на рецензиране е независим, безпристрастен, прозрачен и се основава на международно признати стандарти за научно публикуване.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всички постъпили ръкописи преминават през &lt;b&gt;двойно анонимно рецензиране (Double-Blind Peer Review)&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При този модел:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;авторите не знаят кои са рецензентите;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;рецензентите не знаят самоличността на авторите;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;редакторите гарантират анонимността през целия процес.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Този модел намалява риска от пристрастност и осигурява обективна оценка.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ЕТАПИ НА ПРОЦЕСА&lt;/b&gt;&lt;b&gt; НА РЕЦЕНЗИРАНЕ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Етап 1. Подаване на ръкопис&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Авторът подава доклада си на официалния електронен адрес на конференцията &amp;ndash; &lt;a href=&quot;mladiucheniconf@unwe.bg&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;mladiucheniconf@unwe.bg&lt;/span&gt;&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакторският екип проверява:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;съответствие с тематичния обхват;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;спазване на техническите изисквания;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;наличие на всички необходими декларации.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Етап 2. Проверка за плагиатство&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всеки ръкопис се проверява със специализиран софтуер &amp;ndash; Strike Plagiarism.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При установяване над допустимите проценти на:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;плагиатство;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;самоплагиатство;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;манипулирани изображения;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;фабрикувани данни,&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;докладът се отхвърля незабавно.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Етап 3. Назначаване на рецензенти&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Главният редактор определя &lt;b&gt;двама независими рецензенти&lt;/b&gt;, които:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;притежават научна компетентност по темата;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;нямат конфликт на интереси;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;не принадлежат към същата институция като автора (когато е възможно).&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При противоречиви рецензии може да бъде назначен трети рецензент.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Етап 4. Независима оценка&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всеки рецензент извършва самостоятелна оценка, без контакт с автора или другия рецензент.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Етап 5. Редакционно решение&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Възможни решения:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Приема се без корекции.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Приема се след малки корекции.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Приема се след съществени корекции.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Необходимо е повторно рецензиране.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Отхвърля се.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Окончателното решение се взема от главния редактор.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;КРИТЕРИИ ЗА ОЦЕНКА&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Рецензентите оценяват:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;1. Научна оригиналност&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Изследването трябва да предлага нов научен принос.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;2. Актуалност&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Темата следва да бъде значима за развитието на икономическата наука.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;3. Методология&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Използваните методи трябва да бъдат:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;адекватни;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;надеждни;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;ясно описани;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;възпроизводими.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;4. Анализ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Резултатите трябва да бъдат:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;логически анализирани;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;статистически обосновани (когато е приложимо);&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;подкрепени с научни аргументи.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;5. Заключения&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Заключенията трябва да произтичат от представените резултати.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;6. Литература&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Библиографията следва да:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;бъде актуална;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;включва международни източници;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;съдържа научни публикации от последните години.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Рецензентите попълват оценките по посочените показатели във Формуляр за рецензия.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ЕТИЧНИ ИЗИСКВАНИЯ КЪМ РЕЦЕНЗЕНТИТЕ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Рецензентите са длъжни:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да пазят поверителността;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да оценяват безпристрастно;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да декларират конфликт на интереси;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да отказват рецензия при липса на компетентност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да сигнализират при съмнения за нарушения на академичната етика.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;СРОКОВЕ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Ориентировъчните срокове за взимане на решение за публикуване са следните:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Първоначална проверка &amp;ndash; до 7 дни.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Изготвяне на рецензия &amp;ndash; до 21 дни.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Корекции от автора &amp;ndash; до 14 дни.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Повторна оценка &amp;ndash; до 14 дни.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Окончателно решение &amp;ndash; до 7 дни.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;КОНФИДЕНЦИАЛНОСТ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Рецензентите не могат:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да използват информация от ръкописа;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да копират части от него;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да разпространяват съдържанието;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да обсъждат ръкописа с трети лица.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;КОНФЛИКТ НА ИНТЕРЕСИ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Рецензентът не може да приеме да е рецензент, ако:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;е съавтор с автора през последните години;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;работи в същата институция;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;има финансов интерес;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;съществуват лични отношения, които могат да повлияят на оценката.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ПОВТОРНО РЕЦЕНЗИРАНЕ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При съществени корекции докладът се изпраща отново на същите рецензенти.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ПОЛИТИКА ЗА ИЗБОР НА РЕЦЕНЗЕНТИ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Критерии за избор:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;научна степен;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;публикационна активност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;експертиза в областта;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;независимост;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;международен опит.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;&lt;/div&gt;
&lt;div&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ПОЛИТИКА ПО ПУБЛИКАЦИОННА ЕТИКА&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;(PUBLICATION ETHICS POLICY)&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Настоящата политика определя етичните принципи и стандарти, които се прилагат при публикуването на научните трудове в сборника на конференцията.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакционният екип се ръководи от международно признатите принципи за научна почтеност, прозрачност, обективност и професионална отговорност.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всички участници в процеса на научно публикуване &amp;ndash; автори, редактори и рецензенти &amp;ndash; са длъжни да спазват настоящата политика.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакционната дейност се основава на следните принципи:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;академична почтеност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;научна обективност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;независимост на редакционните решения;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;прозрачност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;поверителност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;равнопоставеност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;недопускане на дискриминация;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;отговорност към научната общност.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ОТГОВОРНОСТИ НА АВТОРИТЕ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Авторите декларират, че:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;представената статия е оригинално научно изследване;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;ръкописът не е публикуван другаде;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;докладът не се разглежда едновременно от друго издание;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;всички съавтори са дали съгласие за публикуване;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;използваните източници са коректно цитирани;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;данните не са манипулирани, фабрикувани или фалшифицирани.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Авторите носят пълна отговорност за съдържанието на публикацията.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;АВТОРСТВО&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;За автор се счита лице, което има съществен принос към:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;разработването на идеята;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;събирането или анализа на данни;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;написването или редактирането на ръкописа;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;одобряването на окончателната версия.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Не се допуска:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;фиктивно авторство;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;подарено авторство;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;скрито авторство.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ПЛАГИАТСТВО&lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Конференцията прилага политика на нулева толерантност към:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;плагиатство;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;самоплагиатство;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;неправомерно използване на чужди идеи;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;неправомерно използване на изображения, таблици или фигури;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;манипулиране на резултати.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всички ръкописи преминават проверка със специализиран софтуер &amp;ndash; Strike Plagiarism.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При установяване на нарушение редакцията може:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да отхвърли ръкописа;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да уведоми автора;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;при необходимост да информира съответната институция.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Политика&lt;/b&gt;&lt;b&gt;та&lt;/b&gt;&lt;b&gt; срещу плагиатството&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;(Plagiarism Policy)&lt;/b&gt; има за цел да гарантира академичната почтеност, оригиналността и надеждността на публикуваните научни материали. Изданието не допуска публикуване на текстове, които представляват плагиатство, неправомерно присвояване на научни идеи, данни, резултати, формулировки или други интелектуални продукти на други автори.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Политиката се прилага към всички подадени за публикуване материали, включително:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;научни доклади;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;обзорни публикации;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;теоретични разработки;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;методологични изследвания;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;кратки научни съобщения;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;рецензии и други редакционни материали.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;За плагиатство се считат:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;използване на чужд текст, идеи, концепции, данни или резултати без подходящо цитиране;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;копиране на значителни части от публикации на други автори;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;самоплагиатство чрез повторно публикуване на съществени части от собствен предходен труд без ясно посочване;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;дублиращо публикуване на едни и същи научни резултати в различни издания;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;представяне на чужда научна работа като собствен принос;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;манипулиране на цитиранията с цел изкуствено повишаване на научното влияние.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всички подадени ръкописи подлежат на проверка за оригиналност преди започване на рецензионната процедура.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакцията използва подходящи специализирани системи за установяване на сходства между текстове и налични научни публикации.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Резултатите от проверката се оценяват от главния редактор или от определен член на редакционния съвет.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При установяване на плагиатство редакцията може да предприеме следните действия:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;отказ за разглеждане на ръкописа;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;прекратяване на рецензионната процедура;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;отхвърляне на статията;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;публикуване на корекция или оттегляне на вече публикуван материал;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;уведомяване на институцията, към която принадлежи авторът, когато е необходимо.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Авторите носят пълна отговорност за оригиналността на представените материали и гарантират, че:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;всички използвани източници са коректно цитирани;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;приносите на други изследователи са ясно обозначени;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;представеният текст не нарушава авторски права:&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Изкуственият интелект не може да бъде посочван като автор.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ПОЛИТИКА ЗА КОНФЛИКТ НА ИНТЕРЕСИ&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;(Conflict of Interest Policy)&lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Изданието се стреми да гарантира независимост, прозрачност и безпристрастност във всички етапи на редакционния процес.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всички лица, участващи в подготовката, оценяването и публикуването на научни материали, следва да декларират потенциални конфликти на интереси.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Авторите са длъжни да декларират всички потенциални конфликти на интереси, включително:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;финансови отношения;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;институционални зависимости;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;професионални или лични взаимоотношения;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;други обстоятелства, които могат да повлияят върху интерпретацията на резултатите.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При наличие на конфликт той трябва да бъде ясно деклариран в ръкописа.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакторите и рецензентите също декларират конфликт на интереси и при необходимост се отстраняват от съответната процедура.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакторите не участват в оценяването на ръкописи, когато:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;имат лична или професионална връзка с авторите;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;са участвали в изследването;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;имат финансов интерес от публикуването или отхвърлянето на материала.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Рецензентите трябва да отказват оценяване, когато:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;познават авторите лично и това може да повлияе на независимата оценка;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;работят в същата организация;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;имат конкурентен, финансов или друг интерес.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ОТГОВОРНОСТИ НА РЕДАКТОРИТЕ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакторите:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;оценяват ръкописите единствено по научни критерии;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;гарантират безпристрастност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;осигуряват конфиденциалност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;предотвратяват конфликт на интереси;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;следят за спазване на етичните стандарти.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ОТГОВОРНОСТИ НА РЕЦЕНЗЕНТИТЕ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Рецензентите:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;извършват независима оценка;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;спазват конфиденциалност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;дават аргументирани препоръки;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;уведомяват редактора при съмнения за нарушения на академичната етика;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;не използват информацията от ръкописа за лични цели.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;КОРЕКЦИИ И ОТТЕГЛЯНЕ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При установяване на сериозни грешки след публикуване редакцията може да:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;публикува корекция;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;публикува редакционна бележка;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;временно спре достъпа;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;оттегли публикацията.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Причините могат да бъдат:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;доказано плагиатство;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;фабрикувани данни;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;сериозни методологични грешки;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;нарушения на публикационната етика.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ПРОЦЕДУРА ПРИ СЪМНЕНИЕ ЗА НАРУШЕНИЕ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакцията:&lt;/span&gt;&lt;/p&gt;
&lt;ol start=&quot;1&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;регистрира сигнала;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;извършва предварителна проверка;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;изисква становище от автора;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;анализира доказателствата;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;взема мотивирано решение.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При необходимост се уведомяват съответните институции.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;СЪХРАНЕНИЕ НА ДОКУМЕНТАЦИЯТА&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всички документи, свързани с публикационния процес, се съхраняват при спазване на приложимото законодателство и вътрешните правила на организатора на конференцията.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ПОЛИТИКА ЗА ИЗПОЛЗВАНЕ НА ИЗКУСТВЕН ИНТЕЛЕКТ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;(Artificial Intelligence Policy)&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Не се допуска:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;генериране на научни резултати без човешки контрол;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;представяне на AI-генериран текст като изцяло авторски принос;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;използване на AI за създаване на фиктивни източници;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;манипулиране на изображения, данни или резултати.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Авторите трябва да посочат използването на AI инструменти, когато това има съществено значение за подготовката на ръкописа.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Декларацията следва да включва:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;използвания инструмент;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;целта на използването;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;степента на участие.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;НАСОКИ ЗА РЕДАКТОРИТЕ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;(Editorial Guidelines)&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакторите носят отговорност за:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;научното качество на изданието;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;прозрачността на редакционния процес;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;равнопоставеното отношение към всички автори;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;спазването на етичните стандарти.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакторските решения трябва да се основават единствено на научната стойност на ръкописа.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакторите не могат да:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;вземат решения въз основа на лични отношения;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;предпочитат автори поради институционална принадлежност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;допускат политически, финансови или други външни влияния.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакторите гарантират поверителност относно:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;подадените ръкописи;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;имената на рецензентите;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;комуникацията с авторите;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;съдържанието на експертните оценки.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакторите предприемат действия при:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;подозрения за плагиатство;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;манипулиране на данни;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;фалшифициране на авторство;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;неетично поведение.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При необходимост се следват процедурите на международните организации за публикационна етика.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;НАСОКИ ЗА РЕЦЕНЗЕНТИТЕ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;(Reviewer Guidelines)&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Рецензирането има за цел да подпомогне редакционното решение и да подобри качеството на научните публикации.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Рецензентите оценяват:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;научната оригиналност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;методологичната коректност;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;значимостта на резултатите;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;яснотата на изложението;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;съответствието с тематичния профил на изданието.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Рецензентът трябва:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да предоставя обективна оценка;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да избягва лични критики към автора;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да посочва конкретни аргументи;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да декларира потенциален конфликт на интереси.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Ръкописите се разглеждат като поверителни документи.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Рецензентите нямат право:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да споделят ръкописа;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да използват непубликувана информация;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да обсъждат материала извън редакционната процедура.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Рецензентът следва да оцени:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;актуалност на темата;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;принос към научната област;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;качество на методологията;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;коректност на анализа;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;адекватност на заключенията;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;качество на библиографията.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;&lt;/div&gt;
&lt;div&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;ПОЛИТИКА ЗА КОРЕКЦИИ&lt;/b&gt;&lt;b&gt; И&lt;/b&gt;&lt;b&gt; ОТТЕГЛЯНЕ &lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;(Corrections, Retractions and Expressions of Concern Policy)&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Корекция (Correction)&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Допуска се подадените от авторите доклади да бъдат коригирани от тях при:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;технически грешки;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;пропуски;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;неточности, които не променят основните резултати.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Оттегляне (Retraction)&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Прилага се при:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;доказано плагиатство;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;фалшифицирани данни;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;сериозни методологични нарушения;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;дублиращо публикуване.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Изразяване на загриженост (Expression of Concern)&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Използва се когато:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;има сериозно съмнение относно публикация;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;разследването все още не е приключило.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div&gt;&lt;/div&gt;
&lt;div&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;Процедура за жалби и обжалване&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;1. Общи принципи&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Организационният комитет на конференцията осигурява прозрачна, справедлива и безпристрастна процедура за разглеждане на жалби, свързани с редакционните решения и процеса на рецензиране. Всички жалби се разглеждат при спазване на принципите на академичната етика, конфиденциалността, независимостта на оценяването и отсъствието на конфликт на интереси, в съответствие с добрите практики на COPE.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;2. Право на обжалване&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Авторът има право да подаде мотивирана жалба, когато счита, че:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;са допуснати съществени процедурни нарушения при рецензирането;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;е налице доказуем конфликт на интереси;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;решението се основава на фактически грешки или неправилно тълкуване на съдържанието на ръкописа;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;са нарушени принципите на обективност, безпристрастност или академична етика.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Жалби, основани единствено на несъгласие с научната преценка на рецензентите, без представяне на обосновани аргументи, не се разглеждат.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;3. Подаване на жалба&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Жалбата се подава по електронен път до Председателя на Организационния комитет в срок до &lt;b&gt;7 календарни дни&lt;/b&gt; от получаване на уведомлението за редакционното решение.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Жалбата трябва да съдържа:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;идентификационен номер и заглавие на доклада;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;конкретно описание на основанията за обжалване;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;доказателства или аргументи в подкрепа на жалбата;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;декларация, че изложената информация е вярна и пълна.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;4. Разглеждане на жалбата&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Жалбите се разглеждат от &lt;b&gt;Комисия по жалбите и академична етика&lt;/b&gt;, назначена от Организационния комитет.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Членовете на комисията:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;не могат да бъдат участвали в първоначалното редакционно решение или рецензиране;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;са длъжни да декларират липса на конфликт на интереси;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;разглеждат всички материали при условия на пълна конфиденциалност.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;При необходимост комисията може:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да поиска становища от първоначалните рецензенти;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да възложи независимо допълнително рецензиране на един или повече външни експерти;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;да изиска допълнителна информация от автора.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;5. Срокове&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Комисията потвърждава получаването на жалбата в срок до &lt;b&gt;5 работни дни&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Окончателното решение се взема в срок до &lt;b&gt;20 календарни дни&lt;/b&gt; от постъпването на жалбата. При необходимост от допълнително независимо рецензиране срокът може да бъде удължен, като авторът се уведомява своевременно.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;6. Възможни решения&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;След приключване на разглеждането Комисията може да постанови:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;потвърждаване на първоначалното редакционно решение;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;повторно рецензиране от независими рецензенти;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;изменение на първоначалното решение и приемане на доклада;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;прекратяване на процедурата, когато жалбата е недопустима или необоснована.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всички решения се мотивират писмено.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;7. Окончателност на решението&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Решението на Комисията по жалбите и академична етика е окончателно и не подлежи на последващо обжалване в рамките на процедурата на конференцията.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;8. Конфиденциалност&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всички документи, становища и кореспонденция, свързани с процедурата по обжалване, се третират като поверителни и се използват единствено за целите на разглеждането на конкретната жалба. Личните данни се обработват в съответствие с приложимото законодателство относно защитата на личните данни.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;9. Съответствие с етичните стандарти&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Процедурата по жалби и обжалване се прилага в съответствие с етичните принципи на &lt;b&gt;Committee on Publication Ethics (COPE)&lt;/b&gt; и утвърдените международни практики за научно публикуване, като гарантира равнопоставеност, прозрачност, академична почтеност и независимост на процеса на оценяване.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;&lt;/div&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;I.&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;b&gt;ЗАДЪЛЖЕНИЯ НА РЕДАКТОРИТЕ И РЕЦЕНЗЕНТИТЕ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Редакторите се ръководят от политиката на Редакционния съвет за спазване на законовите изисквания относно използването на обидни изрази, нарушенията на авторското право и плагиатството.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Всеки доклад, представен за публикуване в сборника от конференцията, подлежи на проверка за плагиатство със софтуера StrikePlagiarism.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Членовете на Редакционния съвет трябва да оценяват ръкописите според тяхното научно съдържание независимо от раса, пол, сексуална ориентация, религиозни убеждения, етническа принадлежност, гражданство, или политическа философия на авторите.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Членовете на Редакционния съвет не трябва да разкриват никаква информация относно подадения ръкопис на други лица освен авторите, рецензентите и представителите на издателя.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Членовете на Редакционния съвет не трябва да разкриват съдържанието на непубликуваните материали, приети като ръкописи, или да ги използват за собствени изследвания без писменото съгласие на авторите.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Рецензентите трябва да разглеждат всеки ръкопис получен за рецензиране, като поверителен документ. Рецензентът не трябва да разкрива или обсъжда съдържанието на ръкописа с друго лице, освен ако не е разрешено от автора (авторите).&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Рецензентите са длъжни да уведомят редакторите за всяка съществена прилика или припокриване между представения ръкопис и друга публикувана работа, с която те са лично запознати.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Рецензентите трябва да пазят в тайна и да не използват за лично облагодетелстване информацията или идеите, получени по време на рецензирането на представения ръкопис. Рецензентите следва да не разглеждат ръкописи, когато има конфликт на интереси, произтичащ от конкурентни, съвместни или други връзки, които те могат да имат с някой от авторите, компаниите или институциите, свързани с научно-изследователската дейност.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;II.&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;b&gt;ЗАДЪЛЖЕНИЯ НА ИЗДАТЕЛЯ&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Издателят не може да участва във вземането на решения, направени от Редакционния съвет за публикуването на отделните доклади.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Издателят гарантира, че рекламата, препечатката или друга търговска дейност свързана с изданието, няма да има отражение върху редакционните решения.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Издателят подпомага комуникацията с други списания и издатели, когато това е от полза за Редакционния съвет или рецензентите.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;strong&gt;Издателите си сътрудничат с други известни издатели и браншови сдружения в процеса на създаване на стандарти за добри практики, свързани с въпросите на публикационната етика.&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Sat, 08 Aug 2026 10:02:20 GMT</pubDate>
    </item>
    <item>
      <title>Важни дати</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78347/from-rss.html</link>
      <description>&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;strong&gt;15 октомври 2026 г.&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;- Краен срок за попълване на онлайн ЗАЯВКАТА ЗА УЧАСТИЕ на посочения линк или QR код:&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;a href=&quot;https://forms.cloud.microsoft/e/VazMqxJ7Bk&quot;&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;https://forms.cloud.microsoft/e/VazMqxJ7Bk&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;img src=&quot;data:image/png;base64,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&quot; width=&quot;128&quot; height=&quot;128&quot; class=&quot;css-631&quot; alt=&quot;QR code&quot;&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;text-decoration: underline; color: #000000;&quot;&gt;&lt;strong&gt;5 ноември 2026 г.&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&amp;nbsp;- Краен срок за изпращане на ДОКЛАДА (по образец и оформен съгласно изискванията) на мейла на конференцията:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;mladiucheniconf@unwe.bg&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;- &amp;nbsp;Краен срок за заплащане на ТАКСАТА ЗА ПРАВОУЧАСТИЕ в конференцията. Заплащането се извършва чрез банков превод.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Участниците от УНСС и другите университети и организации-партньори на конференцията са освободени от заплащане на такса за правоучастие в конференцията&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Таксата за правоучастие в конференцията&amp;nbsp;за участници&amp;nbsp;извън УНСС и партниращите университети&amp;nbsp;и организации е 100&amp;nbsp;евро (сто евро) (с включен ДДС).&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Таксата се заплаща по следната банкова сметка на УНСС:&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;БАНКОВИ ДАННИ&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Банка: БНБ&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;BIC на БНБ: BNBGBGSD&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;IBAN: BG03BNBG96613100174601.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Основание на плащането: &amp;ldquo;Такса за правоучастие в 21-та международна конференция на младите учени&amp;rdquo;.&lt;/span&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Sat, 08 Aug 2026 10:01:01 GMT</pubDate>
    </item>
    <item>
      <title>За конференцията</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78343/from-rss.html</link>
      <description>&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: medium; color: #ff0000;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: medium; color: #ff0000;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #ff0000; font-size: medium;&quot;&gt;&lt;strong&gt;XXI МЕЖДУНАРОДНА НАУЧНА КОНФЕРЕНЦИЯ НА МЛАДИТЕ УЧЕНИ&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #ff0000; font-size: medium;&quot;&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #ff0000; font-size: medium;&quot;&gt;&lt;strong&gt;&amp;bdquo;ИКОНОМИКАТА НА БЪЛГАРИЯ&amp;nbsp;И ЕВРОПЕЙСКИЯ СЪЮЗ: &lt;b&gt;ГОДИНА ПЪРВА ОТ ПРИСЪЕДИНЯВАНЕТО НА РЕПУБЛИКА БЪЛГАРИЯ КЪМ ЕВРОЗОНАТА&lt;/b&gt;&amp;ldquo;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium; color: #000000;&quot;&gt;&lt;strong&gt;под патронажа на ректора на УНСС&amp;nbsp;проф. д-р Димитър Димитров&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: medium; color: #000000;&quot;&gt;&lt;strong&gt;Университет за национално и световно стопанство (УНСС)&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: medium; color: #000000;&quot;&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: medium; color: #000000;&quot;&gt;&lt;strong&gt;Финансово-счетоводен факултет&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: medium; color: #000000;&quot;&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;font-size: medium; color: #000000;&quot;&gt;&lt;strong&gt;5 - 6 ноември 2026 г., УНСС, София, България&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;УВАЖАЕМИ ДАМИ И ГОСПОДА,&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;От името на Програмния и Организационния комитет на конференцията имаме честта и удоволствието да Ви поканим да участвате в &lt;strong&gt;XXI&lt;/strong&gt;&lt;b&gt;&amp;nbsp;МЕЖДУНАРОДНА НАУЧНА КОНФЕРЕНЦИЯ НА МЛАДИТЕ УЧЕНИ &lt;/b&gt;&lt;strong&gt;&amp;bdquo;ИКОНОМИКАТА НА БЪЛГАРИЯ И ЕВРОПЕЙСКИЯ СЪЮЗ:&amp;nbsp;&lt;b&gt;ГОДИНА ПЪРВА ОТ ПРИСЪЕДИНЯВАНЕТО НА РЕПУБЛИКА БЪЛГАРИЯ КЪМ ЕВРОЗОНАТА&lt;/b&gt;&amp;rdquo;&lt;/strong&gt;, която ще се проведе на 5 - 6&amp;nbsp; ноември 2026 г. в УНСС, София.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Конференцията се провежда от Финансово-счетоводния факултет (ФСФ) на УНСС под патронажа на ректора на УНСС проф. д-р Димитър Димитров, в съорганизаторство със следните национални и чуждестранни университети и организации:&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;- Стопански факултет на Софийския университет &quot;Св. Климент Охридски&quot;, София, България;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;- Университет по застраховане и финанси, София, България;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;-&amp;nbsp;Стопански факултет при ЮЗУ &amp;ldquo;Неофит Рилски&amp;rdquo;, Благоевград, България;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;- Нов Български Университет (НБУ), София; България;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;- Съюз на икономистите в България (СИБ), София, България;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;- Студентски съвет на УНСС, София, България;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;- Асоциация на преподавателите по икономика и управление в индустрията (АПИУИ), София, България;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;- Alma Mater Studiorum Universita di Bologna-Sede di Rimini &amp;ndash; Italia;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;- University of Split, Faculty of Economics, Business and Tourism &amp;ndash; Croatia;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;- Полтавский Университет экономики и Торговли &amp;ndash; Украйна;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;- Луцкий Национальны Технический Университет &amp;ndash; Украйна;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;- University of Rijeka, Faculty of Economics and Business &amp;ndash; Croatia;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;- Ss. Cyril and Methodius University of Skopje &amp;ndash; Republic of North Macedonia.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Целта на международната конференция е младите учени &amp;ndash; докторанти, преподаватели, изследователи в ранен етап, както и студенти, да представят своите научни изследвания пред академичната общност и да дискутират икономически проблеми с български и чуждестранни учени. Този научен форум се провежда за двадесети пореден път, като публикуваните научни резултати от предходните 20 научни конференции доказват значителния потенциал за бъдещото професионално развитие на младите учени. Форматът и организацията на научната проява са насочени към създаването на академична атмосфера, благоприятстваща диалога и обмяната на идеи между различните равнища на академичната колегия и представителите на бизнеса.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Конференцията е също отворена за участието на студенти (бакалавърска и магистърска степен на обучение), представящи техните изследователски интереси и проучвания. Студентите участват в сесиите и дискусиите с изтъкнати преподаватели, учени, полиси-мейкъри и представители на бизнеса.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Конференцията е финансирана по университетски проект за научна проява по договор № НИД НФ-1/2026/Б.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;ТЕМАТИЧНИ НАПРАВЛЕНИЯ НА КОНФЕРЕНЦИЯТА:&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;i&gt;1. Финансова политика, финансови пазари, банково дело, инвестиции, застраховане и социално осигуряване;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;i&gt;2&lt;/i&gt;&lt;i&gt;.&lt;/i&gt;&lt;i&gt;. Счетоводна политика и практика, счетоводни стандарти, финансов одит, контролни системи и вътрешен контрол;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;i&gt;3. Изследвания и наука, изследователска и развойна дейност, връзка &amp;bdquo;наука &amp;ndash; бизнес&amp;ldquo;, иновации, конкурентоспособност, управление на проекти;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;i&gt;4. Предприемачество, мениджмънт, маркетинг, корпоративен контрол и развитие на бизнеса в България, в ЕС и в глобален мащаб.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Работни езици на конференцията:&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Български;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Английски.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Място на провеждане на конференцията:&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Участието в конференцията е хибридно - на място в УНСС, София, в Голяма конферентна зала, Малка конферентна зала, Факултетна зала, и онлайн в електронната платформа MS Teams.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;
&lt;p class=&quot;Default&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium; color: #000000;&quot;&gt;&lt;strong&gt;&lt;em&gt;Желаем Ви ползотворно участие в конференцията!&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;С УВАЖЕНИЕ,&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Проф. д-р Румен Брусарски&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Председател на Програмния комитет на конференцията&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Декан на Финансово-счетоводния факултет&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Проф. д-р Силвия Трифонова&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Председател на Организационния комитет на конференцията&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Заместник-декан по качество и международно сътрудничество&amp;nbsp;на Финансово-счетоводния факултет&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;&lt;span style=&quot;color: #800000;&quot;&gt;&lt;strong&gt;Важно!&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div dir=&quot;ltr&quot;&gt;&lt;span style=&quot;color: #800000;&quot;&gt;&lt;strong&gt;&lt;span lang=&quot;BG&quot;&gt;За да бъде публикуван Сборникът от конференцията в Онлайн библиотеката за Централна и Източна Европа (&lt;/span&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Central and Eastern European Online Library&lt;/span&gt;&lt;span lang=&quot;BG&quot;&gt;&amp;nbsp;&amp;ndash; CEEOL)&lt;/span&gt;, моля, попълнете&amp;nbsp;&lt;a href=&quot;https://young-scientists.unwe.bg/Uploads/Conference/_17f41_DeklaraciqZaCEEOL.pdf&quot;&gt;&lt;span style=&quot;color: #800000;&quot;&gt;Декларация за CEEOL&lt;/span&gt;&lt;/a&gt;, посочена в съответния раздел на сайта, и я предоставете подписана на Организационния комитет на конференцията или я изпратете сканирана на мейла на конференцията.&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot; style=&quot;text-align: justify;&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Sat, 08 Aug 2026 09:58:49 GMT</pubDate>
    </item>
    <item>
      <title>Начало</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78342/from-rss.html</link>
      <description>&lt;p align=&quot;center&quot;&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b style=&quot;color: #ff0000;&quot;&gt;&lt;span lang=&quot;bg&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #ff0000; font-size: medium;&quot;&gt;&lt;b style=&quot;color: #ff0000;&quot;&gt;&lt;span lang=&quot;bg&quot;&gt;XXI МЕЖДУНАРОДНА НАУЧНА КОНФЕРЕНЦИЯ НА МЛАДИТЕ УЧЕНИ&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #ff0000; font-size: medium;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #ff0000; font-size: medium;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;&amp;bdquo;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;ИКОНОМИКАТА НА БЪЛГАРИЯ И ЕВРОПЕЙСКИЯ СЪЮЗ: &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #ff0000; font-size: medium;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;&lt;b&gt;ГОДИНА ПЪРВА ОТ ПРИСЪЕДИНЯВАНЕТО НА РЕПУБЛИКА БЪЛГАРИЯ КЪМ ЕВРОЗОНАТА&lt;/b&gt;&amp;rdquo;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;под патронажа на ректора на УНСС проф. д-р Димитър Димитров&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;Университет за национално и световно стопа&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;нство (УНСС)&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;Финансово-счетоводен факултет&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;5 - 6&lt;/span&gt;&lt;/b&gt;&lt;/strong&gt;&lt;strong&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;&amp;nbsp;ноември 2026 г., УНСС, София&lt;/span&gt;&lt;/b&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;strong&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/b&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;&lt;b&gt;&lt;span lang=&quot;bg&quot;&gt;Откриване в 10:00 часа, УНСС, Голяма конферентна зала&lt;/span&gt;&lt;/b&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #800000;&quot;&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #800000;&quot;&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;div&gt;
&lt;div dir=&quot;ltr&quot;&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p align=&quot;center&quot;&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Sat, 08 Aug 2026 09:57:55 GMT</pubDate>
    </item>
    <item>
      <title>Декларации за CEEOL</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78363/from-rss.html</link>
      <description>&lt;p&gt;Изтеглете декларацията за съгласие за публикуване в CEEOL на български език от &lt;a href=&quot;/Uploads/Conference/_40e11_Декларация CEEOL_BG.docx&quot; download=&quot;Декларация CEEOL.docx &quot;&gt;тук&lt;/a&gt;&amp;nbsp;и на английски език от &lt;a href=&quot;/Uploads/Conference/_1671c_CEEOL declaration_EN 21 ISCYS.docx&quot; download=&quot;CEEOL declaration_EN.docx&quot;&gt;тук&lt;/a&gt;.&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Fri, 07 Aug 2026 22:20:23 GMT</pubDate>
    </item>
    <item>
      <title>Сборник с доклади</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78356/from-rss.html</link>
      <description>&lt;p&gt;&lt;span&gt;&lt;span lang=&quot;BG&quot;&gt;Сборникът с научни доклади от XX Международна научна конференция на младите учени (Част I и Част II) се издава от Академично издателство УНСС (UNWE Press) и може да бъде изтеглен от файловете по-долу. Той е индексиран в Онлайн библиотеката за Централна и Източна Европа (&lt;/span&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Central and Eastern European Online Library&lt;/span&gt;&lt;span lang=&quot;BG&quot;&gt;&amp;nbsp;&amp;ndash; CEEOL):&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;span lang=&quot;BG&quot;&gt;Сборник, част I:&amp;nbsp;&lt;a href=&quot;https://www.ceeol.com/search/book-detail?id=1436902&quot;&gt;https://www.ceeol.com/search/book-detail?id=1436902&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Сборник, част II:&amp;nbsp;&lt;a href=&quot;https://www.ceeol.com/search/book-detail?id=1433582&quot;&gt;https://www.ceeol.com/search/book-detail?id=1433582&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Той е включен в&amp;nbsp;&lt;span&gt;Националния референтен списък (НРС) на съвременни български научни издания с научно рецензиране,&amp;nbsp; поддържан от министъра на образованието и науката чрез Националния център за информация и документация (НАЦИД) (&lt;a href=&quot;https://nrs.nacid.bg/register/search&quot;&gt;https://nrs.nacid.bg/register/search&lt;/a&gt;).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;За да бъде индексиран Сборникът с научни доклади от международната конференция на младите учени &lt;span lang=&quot;BG&quot;&gt;в Онлайн библиотеката за Централна и Източна Европа (&lt;/span&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Central and Eastern European Online Library&lt;/span&gt;&lt;span lang=&quot;BG&quot;&gt;&amp;nbsp;&amp;ndash; CEEOL)&lt;/span&gt;, моля, попълнете&amp;nbsp;&lt;span&gt;&lt;a href=&quot;https://young-scientists.unwe.bg/Uploads/Conference/_cd741_Deklaracia%20Za%20CEEOL.pdf&quot;&gt;Декларация за CEEOL&lt;/a&gt;&lt;/span&gt;, посочена както тук, така и в съответния раздел на сайта, и я предоставете подписана на Организационния комитет на конференцията или изпратете сканирана на мейла на конференцията.&lt;/span&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Sun, 26 Jul 2026 01:33:53 GMT</pubDate>
    </item>
    <item>
      <title>Архив - 2024 г.</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78362/from-rss.html</link>
      <description></description>
      <author>УНСС</author>
      <pubDate>Wed, 09 Jul 2025 08:19:24 GMT</pubDate>
    </item>
    <item>
      <title>Редакционна политика</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78360/from-rss.html</link>
      <description>&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Редакционен съвет&lt;/strong&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Mon, 23 Jun 2025 13:54:53 GMT</pubDate>
    </item>
    <item>
      <title>Научен семинар</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78344/from-rss.html</link>
      <description>&lt;p&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: left;&quot;&gt;&lt;strong style=&quot;color: inherit; font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span&gt;&lt;span&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: left;&quot;&gt;&lt;strong style=&quot;color: inherit; font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;</description>
      <author>УНСС</author>
      <pubDate>Thu, 12 Jun 2025 13:20:28 GMT</pubDate>
    </item>
    <item>
      <title>Фотогалерия</title>
      <link>http://young-scientists.unwe.bg/bg/pages/78359/from-rss.html</link>
      <description>&lt;meta charset=&quot;UTF-8&quot;&gt;&lt;meta name=&quot;viewport&quot; content=&quot;width=device-width, initial-scale=1.0&quot;&gt;
&lt;title&gt;Image Gallery&lt;/title&gt;
&lt;table border=&quot;1&quot; style=&quot;width: 100%; text-align: center;&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;img src=&quot;/Uploads/Conference/_0a844_DSC_7974.JPG&quot; alt=&quot;Image 1&quot; style=&quot;width: 200px; height: 200px; object-fit: cover; cursor: pointer;&quot; onclick=&quot;openModal(0)&quot;&gt;&lt;/td&gt;
&lt;td&gt;&lt;img src=&quot;/Uploads/Conference/_7dc92_DSC_7985.JPG&quot; alt=&quot;Image 2&quot; style=&quot;width: 200px; height: 200px; object-fit: cover; cursor: pointer;&quot; onclick=&quot;openModal(1)&quot;&gt;&lt;/td&gt;
&lt;td&gt;&lt;img src=&quot;/Uploads/Conference/_9e902_DSC_7998.JPG&quot; alt=&quot;Image 3&quot; style=&quot;width: 200px; height: 200px; object-fit: cover; cursor: pointer;&quot; onclick=&quot;openModal(2)&quot;&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;img src=&quot;/Uploads/Conference/_418f2_DSC_8132.JPG&quot; alt=&quot;Image 4&quot; style=&quot;width: 200px; height: 200px; object-fit: cover; cursor: pointer;&quot; onclick=&quot;openModal(3)&quot;&gt;&lt;/td&gt;
&lt;td&gt;&lt;img src=&quot;/Uploads/Conference/_12499_DSC_8166.JPG&quot; alt=&quot;Image 5&quot; style=&quot;width: 200px; height: 200px; object-fit: cover; cursor: pointer;&quot; onclick=&quot;openModal(4)&quot;&gt;&lt;/td&gt;
&lt;td&gt;&lt;img src=&quot;/Uploads/Conference/_e9c73_DSC_8206.JPG&quot; alt=&quot;Image 6&quot; style=&quot;width: 200px; height: 200px; object-fit: cover; cursor: pointer;&quot; onclick=&quot;openModal(5)&quot;&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;img src=&quot;/Uploads/Conference/_a72ff_DSC_8265.JPG&quot; alt=&quot;Image 7&quot; style=&quot;width: 200px; height: 200px; object-fit: cover; cursor: pointer;&quot; onclick=&quot;openModal(6)&quot;&gt;&lt;/td&gt;
&lt;td&gt;&lt;img src=&quot;/Uploads/Conference/_8f62f_DSC_8625.JPG&quot; alt=&quot;Image 8&quot; style=&quot;width: 200px; height: 200px; object-fit: cover; cursor: pointer;&quot; onclick=&quot;openModal(7)&quot;&gt;&lt;/td&gt;
&lt;td&gt;&lt;img src=&quot;/Uploads/Conference/_a36eb_DSC_8876.JPG&quot; alt=&quot;Image 9&quot; style=&quot;width: 200px; height: 200px; object-fit: cover; cursor: pointer;&quot; onclick=&quot;openModal(8)&quot;&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;img src=&quot;/Uploads/Conference/_d1782_DSC_8963.JPG&quot; alt=&quot;Image 10&quot; style=&quot;width: 200px; height: 200px; object-fit: cover; cursor: pointer;&quot; onclick=&quot;openModal(9)&quot;&gt;&lt;/td&gt;
&lt;td&gt;&lt;img src=&quot;/Uploads/Conference/_d8673_DSC_9001.JPG&quot; alt=&quot;Image 11&quot; style=&quot;width: 200px; height: 200px; object-fit: cover; cursor: pointer;&quot; onclick=&quot;openModal(10)&quot;&gt;&lt;/td&gt;
&lt;td&gt;&lt;img src=&quot;/Uploads/Conference/_4ed33_НСИ_1_64.jpg&quot; alt=&quot;Image 12&quot; style=&quot;width: 200px; height: 200px; object-fit: cover; cursor: pointer;&quot; onclick=&quot;openModal(11)&quot;&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;img src=&quot;/Uploads/Conference/_4498c_НСИ_2_75.jpg&quot; alt=&quot;Image 13&quot; style=&quot;width: 200px; height: 200px; object-fit: cover; cursor: pointer;&quot; onclick=&quot;openModal(12)&quot;&gt;&lt;/td&gt;
&lt;td&gt;&lt;img src=&quot;/Uploads/Conference/_f0fc0_НСИ_3_68.jpg&quot; alt=&quot;Image 14&quot; style=&quot;width: 200px; height: 200px; object-fit: cover; cursor: pointer;&quot; onclick=&quot;openModal(13)&quot;&gt;&lt;/td&gt;
&lt;td&gt;&lt;img src=&quot;/Uploads/Conference/_d5dba_НСИ_4_51.jpg&quot; alt=&quot;Image 15&quot; style=&quot;width: 200px; height: 200px; object-fit: cover; cursor: pointer;&quot; onclick=&quot;openModal(14)&quot;&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;div id=&quot;modal&quot; style=&quot;display: none; position: fixed; top: 0; left: 0; width: 100%; height: 100%; background-color: rgba(0, 0, 0, 0.8); justify-content: center; align-items: center; z-index: 1000;&quot;&gt;&lt;span style=&quot;position: absolute; top: 10px; right: 20px; font-size: 30px; color: white; cursor: pointer;&quot; onclick=&quot;closeModal()&quot;&gt;Close&lt;/span&gt; &lt;button style=&quot;position: absolute; top: 50%; left: 20px; font-size: 20px; color: white; background: none; border: none; cursor: pointer; transform: translateY(-50%);&quot; onclick=&quot;changeImage(-1)&quot;&gt;Previous&lt;/button&gt; &lt;button style=&quot;position: absolute; top: 50%; right: 20px; font-size: 20px; color: white; background: none; border: none; cursor: pointer; transform: translateY(-50%);&quot; onclick=&quot;changeImage(1)&quot;&gt;Next&lt;/button&gt; &lt;img id=&quot;modalImage&quot; alt=&quot;Modal Image&quot; style=&quot;width: 80%; height: auto; max-width: 800px; max-height: 90%; margin: auto;&quot;&gt;&lt;/div&gt;
&lt;script type=&quot;text/javascript&quot;&gt;// &lt;![CDATA[
        const images = [
            &quot;/Uploads/Conference/_0a844_DSC_7974.JPG&quot;,
            &quot;/Uploads/Conference/_7dc92_DSC_7985.JPG&quot;,
            &quot;/Uploads/Conference/_9e902_DSC_7998.JPG&quot;,
            &quot;/Uploads/Conference/_418f2_DSC_8132.JPG&quot;,
            &quot;/Uploads/Conference/_12499_DSC_8166.JPG&quot;,
            &quot;/Uploads/Conference/_e9c73_DSC_8206.JPG&quot;,
            &quot;/Uploads/Conference/_a72ff_DSC_8265.JPG&quot;,
            &quot;/Uploads/Conference/_8f62f_DSC_8625.JPG&quot;,
            &quot;/Uploads/Conference/_a36eb_DSC_8876.JPG&quot;,
            &quot;/Uploads/Conference/_d1782_DSC_8963.JPG&quot;,
            &quot;/Uploads/Conference/_d8673_DSC_9001.JPG&quot;,
            &quot;/Uploads/Conference/_4ed33_НСИ_1_64.jpg&quot;,
            &quot;/Uploads/Conference/_4498c_НСИ_2_75.jpg&quot;,
            &quot;/Uploads/Conference/_f0fc0_НСИ_3_68.jpg&quot;,
            &quot;/Uploads/Conference/_d5dba_НСИ_4_51.jpg&quot;
        ];

        let currentImageIndex = 0;

        function openModal(index) {
            currentImageIndex = index;
            const modal = document.getElementById(&quot;modal&quot;);
            const modalImage = document.getElementById(&quot;modalImage&quot;);
            modal.style.display = &quot;flex&quot;;
            modalImage.src = images[currentImageIndex];
        }

        function closeModal() {
            const modal = document.getElementById(&quot;modal&quot;);
            modal.style.display = &quot;none&quot;;
        }

        function changeImage(direction) {
            currentImageIndex += direction;
            if (currentImageIndex &lt; 0) {
                currentImageIndex = images.length - 1;
            } else if (currentImageIndex &gt;= images.length) {
                currentImageIndex = 0;
            }
            const modalImage = document.getElementById(&quot;modalImage&quot;);
            modalImage.src = images[currentImageIndex];
        }
// ]]&gt;&lt;/script&gt;</description>
      <author>УНСС</author>
      <pubDate>Wed, 20 Nov 2024 13:04:11 GMT</pubDate>
    </item>
</channel>
</rss>