Bergman Kernel and Related Topics
portes grátis
Bergman Kernel and Related Topics
Hayama Symposium on SCV XXIII, Kanagawa, Japan, July 2022
Takayama, Shigeharu; Kamimoto, Joe; Hirachi, Kengo; Ohsawa, Takeo
Springer Verlag, Singapore
03/2024
369
Dura
9789819995059
15 a 20 dias
Descrição não disponível.
S. Bao, Q. Guan, Zhitong Mi and Z. Yuan. Concavity property of minimal L^2 integrals with Lebesgue measurable gain VII-Negligible weights.- P. Blaschke and M. Englis, M-harmonic Szego kernel on the ball.- Bo-Yong Chen, Y. Xiong and L. Zhang, Some aspects of the p-Bergman theory.- S. Finski, On semiclassical Ohsawa-Takegoshi extension theorem.- Y. Hashimoto, Balanced metrics for extremal Kahler metrics and Fano manifolds.- F. Haslinger, Unbounded operators on the Segal-Bargmann space.- T. Hisamoto, Asymptotic construction of the optimal degeneration for a Fano manifold.- Chin-Yu Hsiao and G. Marinescu, Semi-classical spectral asymptotics of Toeplitz operators on strictly pseudodonvex domains.- H. Ishi, On a concrete realization of simply connected complex domains admitting homogeneous Kahler metrics.- J. Kamimoto, The asymptotic behavior of the Bergman kernel on pseudoconvex model domains.- T. Ohsawa, Bundle-convexity and kernel asymptotics on a class of locally pseudoconvex domains.- Mei-Chi Shaw, The dbar-equation on the Hartogs triangles in C^2 and CP^2.- H. Tsuji, Dynamical systems of p-Bergman kernels.- G. Zhang, Wehrl-type inequalities for Bergman spaces on domains in C^d and completely positive maps.- X. Zhou , Converse of L^2 existence and extension of cohomology classes.
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Several complex variables;Bergman kernel;complex geometry;representation theory;asymptotic expansions;Kaehler geometry;homogeneous domains;pseudoconvex domains;reproducing kernel;L2 estimates
S. Bao, Q. Guan, Zhitong Mi and Z. Yuan. Concavity property of minimal L^2 integrals with Lebesgue measurable gain VII-Negligible weights.- P. Blaschke and M. Englis, M-harmonic Szego kernel on the ball.- Bo-Yong Chen, Y. Xiong and L. Zhang, Some aspects of the p-Bergman theory.- S. Finski, On semiclassical Ohsawa-Takegoshi extension theorem.- Y. Hashimoto, Balanced metrics for extremal Kahler metrics and Fano manifolds.- F. Haslinger, Unbounded operators on the Segal-Bargmann space.- T. Hisamoto, Asymptotic construction of the optimal degeneration for a Fano manifold.- Chin-Yu Hsiao and G. Marinescu, Semi-classical spectral asymptotics of Toeplitz operators on strictly pseudodonvex domains.- H. Ishi, On a concrete realization of simply connected complex domains admitting homogeneous Kahler metrics.- J. Kamimoto, The asymptotic behavior of the Bergman kernel on pseudoconvex model domains.- T. Ohsawa, Bundle-convexity and kernel asymptotics on a class of locally pseudoconvex domains.- Mei-Chi Shaw, The dbar-equation on the Hartogs triangles in C^2 and CP^2.- H. Tsuji, Dynamical systems of p-Bergman kernels.- G. Zhang, Wehrl-type inequalities for Bergman spaces on domains in C^d and completely positive maps.- X. Zhou , Converse of L^2 existence and extension of cohomology classes.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
