International Politics
International Politics
期刊ISSN: 1384-5748
E-ISSN: 1740-3898
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自引率: 0%
SCI期刊JCR分区
SCI期刊JCR分区等级:3区
按学科分区
INTERNATIONAL RELATIONS
Q3
POLITICAL SCIENCE
Q3
INTERNATIONAL RELATIONS
Q3
POLITICAL SCIENCE
Q3
《新锐期刊分区表》(2026年3月发布)
大类学科
社会学
3区
小类学科
国际关系学
4区
政治学
4区
Top期刊
综述期刊
最新中科院SCI期刊分区(2025年3月升级版)
大类学科
社会学
3区
小类学科
政治学
3区
国际关系学
4区
Top期刊
综述期刊
期刊简介
International Politics is a leading peer reviewed journal dedicated to transnational issues and global problems. It subscribes to no political or methodological identity, and welcomes any appropriate contributions designed to communicate findings and enhance dialogue. International Politics defines itself as critical in character, truly international in scope, and totally engaged with the central issues facing the world today. Taking as its point of departure the simple but essential notion that no one approach has all the answers, it aims to provide a global forum for a rapidly expanding community of scholars from across the range of academic disciplines. International Politics aims to encourage debate, controversy and reflection. Topics addressed within the journal include: Rethinking the Clash of CivilizationsMyths of WestphaliaHolocaust and ChinaLeo Strauss and the Cold WarJustin Rosenberg and Globalisation TheoryPutin and the WestThe USA Post-BushCan China Rise Peacefully?Just WarsCuba, Castro and AfterGramsci and IRIs America in Decline? Recent authors include: Steven Chan, John M. Owen, Judith Kelly, Andrew Linklater, Geir Lundestad, Francois Heisbourg, Chris Brown, Richard Higgott, Charles Kegley, Linda Weiss, Andrew Gamble, Alex Callinicos, Justin Rosenberg, Linda Miller, Jan Art Scholte, Benno Teschke, Bob Bremmer, Mary Kaldor, John Agnew, Roland Axtman and Hendrik Spruyt.
出版信息
出版商
Springer Nature
涉及的研究方向
Multiple-
刊期
6 issues per year
年文章数
95
是否OA
Cite Score(2025年最新版)
Cite Score SJR SNIP 排名
3.4 0.515 1.038
学科
大类学科:Social Sciences
小类学科:Political Science and International Relations
分区
Q1
学科
大类学科:Social Sciences
小类学科:Geography, Planning and Development
分区
Q2
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