![](data:image/png;base64,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)
先修课程、其它学习要求
Pre-requisites or Other
Academic Requirements
后续课程、其它学习规划
Courses for which this course
is a pre-requisite
其它要求修读本课程的学系
Cross-listing Dept.
本课程从西方社会形态的演变与特性出发,讲述西方政治思想的语境、理论逻辑、实践效用,尤其是城邦、政体、自由、
法治、共和、民主、宪政等关键概念的来龙去脉,并在此基础上开启学生中西文明比较的视野。
This course starts from the evolution and particularity of western society, and then introduces the western social and
political theory, especially the concepts of polis, freedom, the rule of law, republic, democracy and constitutionalism. It
will open the mind of student and understand the comparison between Chinese and Western civilization.
通过本课程学习使学生初步了解西方社会政治基本理论,理解不同思想家运思的语境、理论结构与问题,为进一步学习社
会科学理论,认识西方奠定基础,同时对理解中国社会,尤其是近代以来中国社会的新陈代谢有较为深入的分析能力。
课程内容及教学日历 (如授课语言以英文为主,则课程内容介绍可以用英文;如团队教学或模块教学,教学日历须注明
主讲人)
Course Contents (in Parts/Chapters/Sections/Weeks. Please notify name of instructor for course section(s), if
this is a team teaching or module course.)
每 2 周/ 讲,16 周共 32 学时
第一讲:西方社会政治理论绪论(1-2 周)
教学内容:西方社会-政治理论的研究对象、演变过程、基本特点;研究方法:历史为经,哲学为纬,道问学与尊德性并
重;萨拜因政治理论派与施特劳斯政治哲学派的对比,剑桥学派与西方社会理论研究。
第二讲:城邦学:古希腊时期的社会政治理论(3-4 周)
教学内容:古希腊的社会组织状况;战争与古希腊政治思想;柏拉图的宇宙论、政体理论、正义理论、法律理论;亚里斯
多德的形而上学、城邦、政体理论、伦理学。
第三讲:帝国与共和国:希腊化期和古罗马时期的政治思想(5-6 周)
教学内容:失落的城邦世界的伊壁鸠鲁、斯多葛派政治思想;罗马共和国到帝国政治体制;西塞罗的政治思想。
第四讲:封建社会与罗马天主教:神权政治与中世纪政治思想(7-8 周)
教学内容:蛮族入侵与罗马帝国解体;中世纪西欧封建社会结构状况和政治思想概述;奥古斯丁、阿奎那的神学政治思
想。
第五讲:城市自治:文艺复兴与宗教改革时期政治思想(9-10 周)
教学内容:创新与融合的人文主义运动;马基雅维利的国家理论与共和政治、布丹的主权理论思想;宗教改革的思想家路
德与加尔文。
第六讲:资本主义、革命与商业共和国:社会契约论与自由主义(11-12 周)
教学内容:作为生产组织方式的资本主义;英法启蒙运动之异同;从自然法到自然权利;英法美革命比较研究;霍布斯、
洛克、卢梭、联邦党人、托克维尔、密尔的政治思想;自由主义的基本论辩与理论进路。
第七讲:向后看,向右看:保守主义与浪漫主义(13-14 周)