|
Personal profile
学习与工作经历：
社会兼职：
美国数学评论（Mathematical Reviews）评论员
研究领域：
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。科研成果：
[1](With Z. Huang) The existence of maxmal n-orthogonal subcateries, J. Algebra 321(2009), 2829–2842.(SCI)
[2](With Z. Huang) On F-almost split sequences, Acta Math. Sinica, 26(6)(2010),1149-1164。（SCI）
[3](With Z. Huang) Higher Auslander algebras 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 maximal 1-othogonal subcategories for Auslander 1-Gorenstein algebras, J. Aust Math.Soc., 94(2013),133-144.（SCI）
[6] (With Y. Wang) On Relative n-Auslander-Reiten Isomorphisms 20(1)(2013),59-64.（SCI）
[7] （With S. Pan）Derived equivalences and Cohen-Macaulay
Auslander algebras, Front. Math. China 2015, 10(2): 323–338.(SCI)
[8] \Tau-rigid modules over Auslander algebras, Taiwanese. J. Math., 21(4)(2017) 727-738 (SCI).
[9] (With Song and Huang) The socle of the last 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-Gorenstein algebras, Pacific J. Math, 298(2)(2019), 399-416.
[11] \Tau-rigid modules for radical square zero, to appear in Algebra Colloq.(SCI)
[12] (With O. Iyama) Classifying \tau-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)