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胡江胜

来源 : 数学学院     作者 : 张敏     浏览量:2601     时间 : 2024-04-12

胡江胜-常规



姓名:胡江胜

职称:教授,博士生导师

邮箱:jiangshenghu@hotmail.com

个人简介:20137月毕业于南京大学数学系,获理学博士学位,师从丁南庆教授。主要从事同调代数与代数表示理论等领域的研究,研究内容涉及高维同调理论、模型范畴理论与Gorenstein同调理论等。在Israel J. Math.Canad. J. Math., Quart. J. Math.J. AlgebraJ. Pure Appl. AlgebraSci. China. Math. 等重要SCI期刊上发表论文40多篇多次在一些有影响的国际国内会议上作大会报告。例如,2023 年第 9 届中日韩国际环论会议1小时邀请报告、第十六届全国代数学学术会议45分钟邀请报告;主持国家级科研项目3项,省部级科研项目2项。具备硕士和博士招生资格,欢迎有志于从事代数方向研究的同学报考。

教学与课程:主要承担《高等代数》、《近世代数》《线性代数等课程的教学任务曾获首届江苏省高校大学数学课程教学创新大赛一等奖

承担课题:

[1] 国家自然科学基金面上项目,Gorenstein同调与模型范畴,12171206, 2022/01-2025/1251万,在研,主持;

[2] 国家自然科学基金天元项目,导出范畴与Gorenstein同调理论,121264242022/01-2022/1220万,已完成,主持;

[3] 国家自然科学基金青年基金,11501257,复形的Tate-Vogel上同调与相对上同调,2016/01-2018/1218万元,已完成,主持;

[4] 中国博士后科学基金面上一等资助项目,2016M600426,模型结构与复形的同调维数,2016/11-2018/108万元,已完成,主持

主要代表性工作:

[1] Resolving dualities and applications to homological invariants, to appear in Canad. J. Math. (with Hongxing Chen)

[2] Gluing compactly generated t-structures over stalks of affine schemes, Israel J. Math., 2024, 262: 235-275. (with Michal Hrbek and Rongmin Zhu)

[3] The singularity category of an exact category applied to characterize Gorenstein schemes, Quart. J. Math., 2023, 74:1-27. (with Lars Winther Christensen, Nanqing Ding, Sergio Estrada, Huanhuan Li and Peder Thompson)

[4] Auslander conditions and tilting-like cotorsion pairs, J. Algebra, 2023, 65: 220-234. (with Jian Wang, Yunxia Li and Jinyong Wu)

[5] Higher Auslander's defect and classifying substructures of n-exangulated categories, Appl. Categ. Structures, 2023, 31:15. (with Yajun Ma, Dongdong Zhang and Panyue Zhou)

[6] When the Schur functor induces a triangle-equivalence between Gorenstein defect categories, Sci. China Math., 2022, 65: 2019-2034. (with Huanhuan Li and Yuefei Zheng)

[7] Special precovering classes in comma categories, Sci. China Math., 2022, 65: 933-950. (with Haiyan Zhu)

[8] Lattice theoretic properties of aprroximating ideals, J. Pure Appl. Algebra, 2022, 226: 106986. (with Xianhui Fu, Ivo Herzog and Haiyan Zhu)

[9] On the existence of Auslander-Reiten n-exangles in n-exangulated categories, Arkiv för Matematik, 2022, 60: 365-385. (with Jian He, Dongdong Zhang and Panyue Zhou)

[10] Two new classes of n-exangulated categories, J. Algebra, 2021, 568: 1-21. (with Dongdong Zhang and Panyue Zhou)

[11] Proper classes and Gorensteinness in extriangulated categories, J. Algebra, 2020, 551: 23-60. (with Dongdong Zhang and Panyue Zhou)

[12] When the kernel of a complete hereditary cotorsion pair is the additive closure of a tilting module, J. Algebra, 2019, 530: 94-113. (with Jian Wang and Yunxia Li)

[13] A model structure approach to the Tate-Vogel cohomology, J. Pure Appl. Algebra, 2016, 220: 2240-2264. (with Nanqing Ding)


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