Isolated complex singularities and their CR links Dedicated to Professor Sheng GONG on the occasion of his 75th birthday
Isolated complex singularities and their CR links Dedicated to Professor Sheng GONG on the occasion of his 75th birthday
摘要
In this paper, we discuss some recent studies on the complex structure of an isolated normal singularity by using the information from its link. We also give some open problems to be further pursued.
In this paper, we discuss some recent studies on the complex structure of an isolated normal singularity by using the information from its link. We also give some open problems to be further pursued.
参考文献36
-
1[1]Mumford D.The topology of normal singularities of an algebraic surface and a criterion for simplicity.Publ Math IHES,1961,9:5-22
-
2[2]Milnor J.Singular points of complex hypersurfaces.Annals of Math Studies 61,Princeton:Princeton University Press,1968
-
3[3]Baouendi S,Ebenfelt P,Rothschild L.Real submanifolds in complex space and their mappings.Princeton Mathematical Series 47,Princeton:Princeton University Press,1999
-
4[4]Andreotti A,Grauert H.Théorémes de finitude pour la cohomologie des espaces complexes.Bull Soc Math France,1962,90:193-259
-
5[5]Whitney H.Complex Analytic Varieties.Boston:Addison-Wesley,1972
-
6[6]Chern S S,Moser J K.Real hypersurfaces in complex manifolds.Acta Math,1974,133:219-271
-
7[7]D'Angelo J.Several Complex Variables and the Geometry of Real Hypersurfaces.Boca Raton:CRC Press,1993
-
8[8]Cartan H.Quotient d'un espace analytique par un groupe d'automorphismes.Algebrai Geometry and Topology (A Symposium in Honor of S Lefschetz),1957,90 102
-
9[9]Forstneric F.Proper holomorphic maps from balls.Duke Math J,1986,53:427-441
-
10[10]Huang X,Ji S.Global holomorphic extension of a local map and a Riemann mapping theorem for algebraic domains.Math Res Lett,1998,5:247-260
-
1Robert W. Service David Loudon.A Global Leadership Quotient- GLQ: Measuring, Assessing, and Developing[J].China-USA Business Review,2012,11(8):1096-1112.
-
2钟同德.█_(b)-Equation on Stein Manifolds[J].Chinese Science Bulletin,1993,38(17):1419-1423.
-
3ZHANG Huaxiao,JIN Yuefeng,HE Lunzhi.THE OPTIMALITY CONDITIONS OF D-PSEUDOCONVEX PROGRAMMING WITH OPERATOR CONSTRAINTS[J].Systems Science and Mathematical Sciences,1992,5(2):111-120.
-
4Guo Ju-e (Shanxi Institute of Finance and Economics, Xian, 710061, China).Study on the Development of Northwestern China's Economy[J].Systems Science and Systems Engineering,1996,6(4):465-467.
-
5李起升,李邦河.The Invariants θ_p(L(s, q)) of Lens Spaces[J].Chinese Science Bulletin,1993,38(13):1067-1070.
-
6LIU Weiming & ZHOU XiangyuInstitute of Mathematics, Academy of Mathematics and System Sciences, Chinese Academy of Sciences, Beijing 100080, China,Department of Mathematics, Zhejiang University, Hangzhou 310028, China.Line bundles on non-primary Hopf manifolds[J].Science China Mathematics,2004,47(4):538-551. 被引量:3
-
7CHEN Yong-Gao School of Mathematical Sciences,Nanjing Normal University,Nanjing 210046,China.Romanoff theorem in a sparse set[J].Science China Mathematics,2010,53(9):2195-2202.
-
8LI Bao Qin Department of Mathematics, Florida International University, Miami, FL 33199, USA.On interpolation for Hormander’s algebras[J].Science China Mathematics,2010,53(3):763-770.
-
9王燕鸣.ON ZASSENHAUS'CONJECTURE[J].Chinese Science Bulletin,1991,36(19):1664-1665.
-
10潘建中,沈信耀.CENERALIZED COHOMOLOGY OPERATIONS AND THE FINITENESS OF MULTIPLICATIVE ψ_k-MODULES[J].Science China Mathematics,1991,34(9):1032-1038.