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张孝金

领域:新一代信息技术产业 学校:南京信息工程大学职称:副教授

主要从事同调代数与代数表示论的相关研究工作。主要研究高维AR理论,极大正交子范畴的存在性,同调猜想以及tau-倾斜理论。...

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教育背景

2000.09-2004.06 山东师范大学 数学系 获理学学士学位2004.09-2009.06 南京大学 数学系 获理学博士学位(硕博连读)

工作经历

2009.06- 今 南京信息工程大学 数学系 教师2010.08-2010.10 Bielefeld University (德国) DAAD(德意志学术交流中心) 访问学者奖学金2012.10-2012.11Bielefeld University (德国) 访问学者(guest of CRC701)2015.08-2016.02 Nagoya University (日本) 访问学者(江苏省政府留学)

项目课题经历

论文、成果、著作等

[1](With Z. Huang)The existence ofmaxmal n-orthogonal subcateries, J. Algebra 321(2009), 2829–2842.(SCI)[2](With Z. Huang) On F-almost splitsequences, Acta Math. Sinica, 26(6)(2010),1149-1164。(SCI)[3](With Z. Huang)Higher Auslanderalgebras admitting trivial maximal orthogonal subcategories, J. Algebra 330(2011), 375–387.(SCI)[4]Cluster tilting for tilted algebras,Sci. China Math., 55(6(2012), 1171-1178.(SCI)[5] (With Z. Huang)Trivial maximal1-othogonal subcategories for Auslander 1-Gorenstein algebras, J. Aust Math.Soc.,94(2013),133-144.(SCI)[6](With Y. Wang)On Relativen-Auslander-Reiten Isomorphisms 20(1)(2013),59-64.(SCI)[7] (With S. Pan)Derived equivalences andCohen-Macaulay Auslanderalgebras,Front. Math. China 2015, 10(2): 323–338.(SCI)[8] Tau-rigid modules over Auslanderalgebras, Taiwanese. J. Math., 21(4)(2017) 727-738 (SCI).[9](With Song and Huang) The socle of thelast term in the minimal injective resolution of a Gorenstein module, Osaka J.Math., 56(2019),123-132(SCI)[10] (With O. Iyama) Tilting modules over Auslander-Gorensteinalgebras, Pacific J. Math, 298(2)(2019), 399-416.[11] Tau-rigid modules for radical squarezero, to appear in Algebra Colloq.(SCI)[12] (With O. Iyama) Classifyingtau-tilting modules for the Auslander algebra of K[X]/(X^n),to appear in J.Math Soc. Japan.(SCI)[13] (WIth Z. Xie and L. Zan) Three results for tau-rigid modules, to appear in Rocky Mountain J. Math.(SCI)

专利、著作版权等

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