S. Li

发表

Hardy classes, integral operators, and duality on spaces of homogeneous type

S. Krantz, S. Li, 1996, math/9601210.

Elliptic boundary value problems for the inhomogeneous Laplace equation on bounded domains

S. Krantz, Song Li, S. Li, 1996, math/9601209.

ON COMPACTNESS OF COMPOSITION OPERATORS IN HARDY SPACES OF SEVERAL VARIABLES

B. Russo, S. Li, 1995 .

On Decomposition Theorems for Hardy Spaces on Domains in ℂn and Applications

S. Krantz, S. Li, 1995 .

Regular ArticleBoundedness and Compactness of Integral Operators on Spaces of Homogeneous Type and Applications, I☆

S. Krantz, S. Li, 2001 .

Boundedness and Compactness of Integral Operators on Spaces of Homogeneous Type and Applications, II

S. Krantz, S. Li, 2001 .

On Analytic Solvability and Hypoellipticity For $\dbar$ and $\dbar_b

M. Christ, S. Li, 1995, math/9511204.

Composition Operators and Isometries on Holomorphic Function Spaces over Domains in C

S. Li, 2008 .

Schatten class composition operators on weighted Bergman spaces of bounded symmetric domains

B. Russo, S. Li, 1997 .

TRACE IDEAL CRITERIA FOR COMPOSITION OPERATORS ON BERGMAN SPACES

S. Li, 1995 .

The Webster Scalar Curvature and Sharp Upper and Lower Bounds for the First Positive Eigenvalue of the Kohn-Laplacian on Real Hypersurfaces

D. Son, S. Li, 2018, Acta Mathematica Sinica, English Series.

The Webster Scalar Curvature and Sharp Upper and Lower Bounds for the First Positive Eigenvalue of the Kohn-Laplacian on Real Hypersurfaces

D. Son, S. Li, 2018, Acta Mathematica Sinica, English Series.

On the regularity and rigidity theorems and problems for the solutions of some class of the degenerate elliptic partial differential equations

S. Li, 2013 .

On the rigidity theorem for harmonic functions in Kähler metric of Bergman type

S. Li, Dong-Mei Wei, 2010 .

Application of the Complex Monge-Ampere equation to the study of proper holomorphic mappings of strictly pseudoconvex domains

S. Krantz, S. Li, 1996, math/9611202.

An Obata-type Theorem in CR Geometry

Xiaodong Wang, S. Li, 2012, 1207.4033.

Bottom of spectrum of Kähler manifolds with a strongly pseudoconvex boundary

Xiaodong Wang, S. Li, 2010, 1012.3134.

On the CR-Obata theorem and some extremal problems associated to pseudoscalar curvature on the real ellipsoids in $\mathbb{C}^{n+1}$

S. Li, My-An Tran, 2011 .

An explicit formula for the Webster torsion of a pseudo-hermitian manifold and its application to torsion-free hypersurfaces

H. Luk, S. Li, 2006 .

On characterization for a class of pseudo-convex domains with positive constant pseudoscalar curvature on their boundaries

S. Li, 2009 .

Complex Monge-Ampère Operators in Analysis and Pseudo-Hermitian Manifolds ∗

S. Li, 2007 .

Characterization for a class of pseudoconvex domains whose boundaries having positive constant pseudo scalar curvature

S. Li, 2007 .

An explicit formula for the Webster pseudo-Ricci curvature on real hypersurfaces and its application for characterizing balls in {$\Bbb C\sp n$}

H. Luk, S. Li, 2006 .

On the oblique boundary value problems for Monge-Ampère equations

S. Li, 1999 .

On the holomorphicity of proper harmonic maps between unit balls with the Bergman metrics

Lei Ni, S. Li, 2000 .

Characterization for Balls by Potential Function of Kähler-Einstein Metrics for Domains in C n

S. Li, 2005 .

On characterizations of isometries on function spaces

S. Li, Yingbin Ruan, 2008 .

Characterizations for Besov spaces and applications. Part I

S. Li, Wallace Luo, 2005 .

On Proper Harmonic Maps between Strictly Pseudoconvex Domains with Kahler Metrics of Bergman Type

S. Li, Ezequias Simon, 2007 .

CR-analogue of the Siu-∂\overline{∂}-formula and applications to the rigidity problem for pseudo-Hermitian harmonic maps

D. Son, S. Li, 2017, Proceedings of the American Mathematical Society.

Forelli type theorem in harmonic map forms

S. Li, Jie Luo, 2019, Proceedings of the American Mathematical Society.

Rigidity theorem for harmonic maps with complex normal boundary conditions

S. Li, Jie Luo, 2019 .

Graham type theorem on classical bounded symmetric domains

Renjie Chen, S. Li, 2019, Calculus of Variations and Partial Differential Equations.

Graham Theorem on Bounded Symmetric Domains

Renjie Chen, S. Li, 2017, 1708.03434.

Plurisubharmonicity for the solution of the Fefferman equation and applications

S. Li, 2016 .

On plurisubharmonicity of the solution of the Fefferman equation and its applications to estimate the bottom of the spectrum of Laplace-Beltrami operators

S. Li, 2014, 1410.1577.

A new characterization of the CR sphere and the sharp eigenvalue estimate for the Kohn Laplacian

Xiaodong Wang, D. Son, S. Li, 2013, 1308.3403.

On the existence and regularity of Dirichlet problem for complex Monge-Ampére equationson weakly pseudoconvex domains

S. Li, 2004 .

On the existence of smooth plurisubharmonic solutions for certain degenerate monge—ampère equations

S. Krantz, S. Li, 2000 .

Sharp pointwise and uniform estimates for ∂

R. X. Dong, S. Li, John Treuer, 2019, Analysis & PDE.

The sharp lower bound for the first positive eigenvalue of a sub-Laplacian on a pseudo-Hermitian manifold

H. Luk, S. Li, 2003 .

Analysis on Besov spaces II: Embedding and duality theorems

S. Li, Wallace Luo, 2007 .

Explicit solutions for the corona problem with Lipschitz data in the polydisc.

S. Krantz, S. Li, 1996 .

N ov 2 01 9 Sharp pointwise and uniform estimates for ∂̄

R. X. Dong, S. Li, John Treuer, 2019 .

Solving the Kerzman's problem on the sup-norm estimate for $\dbar$ on product domains

S. Li, 2022, 2307.04951.

On the Boundedness and Compactness of Operators of Hankel Type

S. Li, F. Beatrous, 1993 .

A note on Hardy spaces and functions of bounded mean oscillation on domains in ${\bf C}^n$.

S. Krantz, S. Li, 1994 .

Duality theorems for Hardy and Bergman spaces on convex domains of finite type in ${\mathbb {C}}^n$

S. Krantz, S. Li, 1995 .

Toeplitz operators on hardy spaceHp(S) with 0

S. Li, 1992 .

Characterization of the boundedness for a family of commutators on $L^p$

S. Li, 1996 .

The sharp upper bounds for the first positive eigenvalue of the Kohn–Laplacian on compact strictly pseudoconvex hypersurfaces

D. Son, S. Li, Guijuan Lin, 2017, Mathematische Zeitschrift.