https://ojs.ijemd.com/index.php/SocialScience/gateway/plugin/AnnouncementFeedGatewayPlugin/atom International Journal of Emerging Multidisciplinaries: Social Science: Announcements 2025-10-23T06:27:34+00:00 Open Journal Systems <p>I<strong>JEMD-SS: International Journal of Emerging Multidisciplinaries Social Science</strong><br /><strong>Print ISSN:</strong> 2957-5311 <br /><strong>Online ISSN:</strong> 2958-0277</p> <p><img src="data:image/jpeg;base64,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" /></p> <p><strong>HEC Recognized (Y-Category) </strong></p> <p>International Journal of Emerging Multidisciplinaries (IJEMD-SS) is a multidisciplinary, peer-reviewed, open access journal published biannually by <strong><a href="https://phiepublications.com/">Publishing House International Enterprise (PHIE)</a></strong>. The journal provides a scholarly platform for academics, researchers, and practitioners to publish high-quality, original research that contributes to the advancement of knowledge in the social sciences and humanities.</p> <p>All manuscripts submitted to IJEMD-SS undergo a rigorous <strong>double-blind peer review</strong> process by at least two independent experts to ensure academic quality, transparency, and integrity.</p> <p>All articles are published under the <strong><a href="https://creativecommons.org/licenses/by/4.0/">Creative Common Attribution 4.0 International License (CC-BY 4.0)</a></strong><strong>)</strong>. This allows immediate, free, and unrestricted access to read, download, copy, distribute, print, search, or link to the full texts of articles without any subscription barriers.</p> <p>The journal is published electronically through <strong>Open Journal Systems (OJS)</strong> and assigns a unique<strong> DOI</strong> to every article as a<strong> Crossref</strong> member. Detailed submission guidelines, author policies, and publication ethics are available on the journal website.</p> https://ojs.ijemd.com/index.php/SocialScience/announcement/view/25 New Sub-Editorial Board for IJEMD-SS - Sinology Section. 2025-10-23T06:27:34+00:00 International Journal of Emerging Multidisciplinaries: Social Science <p>We are pleased to announce the establishment of <strong>The Sub-Editorial Board for the Sinology Section of IJEMD-Social Sciences.</strong><br />This new initiative marks a significant step forward in our collaborative developement, under PHIE framework, aiming to strengthen international academic engagement and research excellence in the field of Sinology.</p> <p><strong>EDITORIAL BOARD :</strong></p> <p><strong data-start="738" data-end="758">Editor-in-Chief:</strong><br data-start="758" data-end="761" /><strong data-start="761" data-end="782">Prof. Hongyu Wang</strong><br data-start="782" data-end="785" />Tenure Full Professor in International Political Economy.<br data-start="841" data-end="844" />Ph.D. in Political Science &amp; Ph.D. in International Relations.<br data-start="905" data-end="908" />Director, Centre for Economic Diplomacy<br data-start="947" data-end="950" />Vice Secretary General, Chinese Association of Economic Diplomacy.<br data-start="1015" data-end="1018" />Senior Associate Researcher, Political Department, Vrije Universiteit Brussel, Belgium.<br data-start="1104" data-end="1107" />School of International Studies (SIR), University of International Business and Economics (UIBE), Beijing, China.<br data-start="1219" data-end="1222" /><strong data-start="1225" data-end="1235">Email:</strong> <a class="decorated-link cursor-pointer" rel="noopener" data-start="1236" data-end="1258">wanghongyu@uibe.edu.cn</a></p> <p><strong data-start="1267" data-end="1290">Co-Editor-in-Chief:</strong><br data-start="1290" data-end="1293" /><strong data-start="1293" data-end="1315">Prof. Amal Mahmoud</strong> (Ph.D., Social AI, CEO)<br data-start="1339" data-end="1342" />International University of Africa, Khartoum, Sudan.<br data-start="1393" data-end="1396" />Pioneer Senior Researcher in Triple-Intelligence Studies (Social, Emotional, and Artificial).<br /><a class="decorated-link" href="https://t.me/boost/AIamalSocial" target="_new" rel="noopener" data-start="1494" data-end="1552">AI Amal Social Telegram</a><br data-start="1552" data-end="1555" />Co-founder, Albassir International for Development Co. (Focused on Social Development &amp; Responsibility).<br data-start="1658" data-end="1661" /><a class="decorated-link" href="https://sites.google.com/view/ashosha/home/albassir-first-training-course-in-digitization" target="_new" rel="noopener" data-start="1664" data-end="1794">Albassir Digitization Training Course</a><br data-start="1794" data-end="1797" /><a class="decorated-link" href="https://www.linkedin.com/in/Amal2025" target="_new" rel="noopener" data-start="1800" data-end="1856">LinkedIn Profile</a><br data-start="1856" data-end="1859" /><strong data-start="1862" data-end="1872">Email:</strong> <a class="decorated-link cursor-pointer" rel="noopener" data-start="1873" data-end="1897">amalmahmoud328@gmail.com</a></p> <p><strong data-start="1906" data-end="1926">Managing Editor:</strong><br data-start="1926" data-end="1929" /><strong data-start="1929" data-end="1952">Prof. Yasir Mukhtar</strong> (Ph.D.)<br data-start="1960" data-end="1963" />Academician, European Academy of Natural Sciences.<br data-start="2012" data-end="2015" />Academician, Serbian Academy of Sciences.<br data-start="2055" data-end="2058" /><a class="decorated-link" href="https://www.eanw.org/enzilkopedia/Yasir-Mukhtar.html" target="_new" rel="noopener" data-start="2061" data-end="2129">EANW Profile</a><br data-start="2129" data-end="2132" />Innovation Center, MB University Belgrade, Serbia.<br data-start="2181" data-end="2184" />China University of Petroleum – Beijing.<br data-start="2223" data-end="2226" /><strong data-start="2229" data-end="2239">Email:</strong> <a class="decorated-link cursor-pointer" rel="noopener" data-start="2240" data-end="2256">yasir@cup.edu.cn</a></p> 2025-10-23T06:27:34+00:00 https://ojs.ijemd.com/index.php/SocialScience/announcement/view/19 IJEMD-SS: Implementation of CAP 2023-07-29T00:40:34+00:00 International Journal of Emerging Multidisciplinaries: Social Science 2023-07-29T00:40:34+00:00 https://ojs.ijemd.com/index.php/SocialScience/announcement/view/18 IJEMD - The Outstanding Paper Award 2023-07-29T00:39:04+00:00 International Journal of Emerging Multidisciplinaries: Social Science <div class="date"> </div> <div class="description"> <p><strong>The Outstanding Paper Award </strong></p> <p>To promote and recognize the innovative work of researchers across the community, IJEMD is pleased to announce the award for the Outstanding Research Paper (ORP).</p> <p>The ORP must be relevant to the interests and scope of the IJEMD Journal published tri-annually. The ORP is to appreciate the outstanding contributions of authors and encourages researchers to share their very best original research to the IJEMD for consideration.</p> <p>All research articles published in IJEMD will be automatically considered for this award. Editor-in-Chief and his Editorial Board members will judge and select the best papers from those published in the past issues, and the winning author will be announced at the end of every year. The award consists of a <strong>certificate of recognition</strong> endorsed by both the Editor-in-Chief and IJEMD, along with a <strong>monetary prize of $500</strong>. In case of joint authorship paper, the corresponding author will have the sole responsibility of distribution of the award.</p> <p>In selecting the best paper ORP winner, the award committee will take into consideration the <strong>originality, quality of the work, the contribution to theory, significance to the research environment, and properly citing recent published research.</strong></p> </div> 2023-07-29T00:39:04+00:00