姓名：高楠
职称 /职务： 教授
邮箱：nangao@shu.edu.cn
电话：**

研究领域：代数表示论

教育经历与工作经历：
教育经历：2005/9–2008/6， 上海交通大学， 基础数学， 博士， 导师：章璞
工作经历：
1.2018/3-至今， 上海大学， 理学院数学系，教授
2.2011/3-2018/2，上海大学，理学院数学系，副教授
3.2008/7-2011/2，上海大学，理学院数学系，讲师



代表性科研项目：
1.国家自然科学基金面上项目，Morita代数的表示和同调理论，在研，主持
2.国家自然科学基金青年基金项目，Recollements和Gorenstein导出范畴，已结题，主持
3.国家自然科学基金天元基金项目，Gorenstein导出范畴的研究及Gorenstein投射模的构造，已结题，主持



代表性论著：


1 N.Gao, J.Ma, X.Y.Liu, RSS equivalence over a class of Morita ring, to appear: J.Algebra, 2021.
2 N.Gao, S.Koenig, C.Psaroudakis, Ladders of recollements of abelian categories, to appear: J.Algebra, 2021.
3 Y.J.Wang, N.Gao，Some properties for almost cellular algebras, Electronic Research Archive, 29(1)(2021), 1681-1689.
4 N.Gao, W.H.Zhao, Singular equivalences arising from Morita rings, Ark.Mat. 58(2020), 87–94.
5 N.Gao, S. Koenig, C.Psaroudakis, Recollements of abelian categories and ideals in heredity chains–a recursive approach to quasi-hereditary algebras, Proc. Amer. Math. Soc. 147 (2019), 4625-4637.
6 N.Gao, C.Psaroudakis, Ladders of compactly generated triangulated categories and preprojective algebras, Applied Categorical Structures 26(4)(2018), 657-679.
7 M.T.Liu, R.X.Li, N.Gao, Morphism categories of Gorenstein-projective modules, Algebra Colloq. 25(3)(2018), 377-386.
8 R.X.Li, M.T.Liu, N.Gao, Algebraic K-theory of Gorenstein projective modules, Front.Math.China 13(1)(2018), 55-66.
9 N.Gao, X.J.Xu, Homological epimorphisms, compactly generated t-structures and Gorenstein-projective modules, Chin. Ann. Math. 39B(1)( 2018), 47-58.
10 N.Gao, C.Psaroudakis, Gorenstein homological aspects of monomorphism categories via Morita rings, Algebra Represent. Theory 20(2)(2017), 487-529.
11 N.Gao, Y.Q.Yin, P.Zhang, Comparisons of left recollements, Algebra Represent. Theory 20(3) (2017), 659-673.
12 N.Gao, Gorensteinness, homological invariants and Gorenstein derived categories, Sci. China Math. 60(3) (2017), 431-438.
13 N.Gao, S.Koenig, Double centraliser property and morphism categories, Proc. Amer. Math. Soc. 144(3)(2016), 971-981.
14 Y.Q.Yin, N.Gao, Upper recollements and triangle expansions, Acta Math. Sin. (Engl. Ser.) 32(2016), 1323-1336.
15 N.Gao, S.Koenig, Grade, dominant dimension and Gorenstein algebras, J. Algebra 427(2015), 118-141.
16 N.Gao, A smashing subcategory of the homotopy category of Gorenstein
projective modules, Applied Categorical Structures 23(2015), 87-91.
17 N.Gao, On homotopy categories of Gorenstein modules: compact generation and dimensions, Homology, Homotopy and Applications 17(2)(2015), 13-24.