Welcome To Song-Ying Li's Homepage

 



@Recent Publication-1--

  1. Characterizations of Isometries on Besov Type Spaces

  2. Characterization for a class of pseudoconvex domains whose boundaries having positive constant pseudo scalar curvature, preprint 00

    Analysis on Besov spaces II: Embedding and Duality Theorems (with W. Luo), J. of Math. Analysis and Applications, 2007, 200

  3. Composition Operators and Isometries on Holomorphic Function Spaces over Domains in $C^n$, The Proceedings of the International Conference on Complex Geometry and Related Fields, AMS/IP Studies in Advanced Math., IP press, 39(2007), 161--174.

  4. On proper harmonic map between two strictly pseudoconvex domains with K\"ahler metrics (with E. Simon), Asian Journal of Mathematics, 11(2007), 251--276.

  5. An explicit formula for the Webster torsion of a pseudo-hermitian manifold and its application to torsion-free hypersurfaces (joint with H-S. Luk,), Science in Chian, 49(2006), 1662--1682,

  6. An explicit formula for the Webster pseudo Ricci curvature on real hypersurfaces and its application for characterizingballs in $C^n$(joint with H-S. Luk), Communication in Analysis and Geometry, 14(2006), 673-701.

  7. Characterization for Balls by Potential Function of K\"ahler-Einstein Metrics for domains in $C^n$, Comm. in Analysis and Geometry, 13(2005), 461--478.
  8. On the Dirichlet Problems for Symmetric Function Equations of the eigenvalues of the Complex Hessian, Asian Journal of Mathematics, 2004.

  9. On the existence and regularity of Dirichlet problem for complex Monge-Ampere equations on weakly pseudoconvex domains, Variation Calculus and PDEs, 20(2004), 119--132.

 

@ Publication List

@ Conferences:fff

  1. Organizing conferences:59--
  2. AMS Sessional Conference (October 5--6, 2007, Chicago), Special Session on Analysis and CR Geometry (1030) (joint organized with Stephen Yau)59--

  3. International Conference on harmonic analysis and complex analysis (June 12--17, 2008, Fuzhou, China) (joint organized with D. Yang, Y-Q. Li and W. Lin) on h

@Seminars:

  1. Analysis seminar
  2. Analysis learning seminar on the inverse problems for wave equations

@ Teaching:

Math 295 ABC (Fall, 2003--2004), Math 218A (Fall, 2003)

Math 220 ABC (Fall, 2004--2005), Math 2D (Spring, 2005)

@ Information for some courses taught before:

Math114A

Math220

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