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The Bergman Kernels on W_Ⅲ

The Bergman Kernels on WIII
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摘要 In this paper, we compute the Bergman kernel function on WIII. In this paper, we compute the Bergman kernel function on WIII.and RIII(q) denote the Cartan domain of the third class. Because domain WIII is neither homogeneous domain nor Reinhardt domain, we will use a new way to solve this problem. First, we give a holomorphic automorphism group, such that for any Zo, there exists an element of this group, which maps (W, Zo) into (W,O). Second, introduce the concept of semi-Reinhardt and discuss the complete orthonormal system of this domain.
出处 《Chinese Quarterly Journal of Mathematics》 CSCD 2004年第1期24-29,共6页 数学季刊(英文版)
基金 Supported by the NNSF OF China(10271117)
关键词 函数 内核 清晰度 引理 Bergman kernel function holomorphic automorphism group complete or-thonormal system
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参考文献4

  • 1YIN Wei-ping.The Bergman kernel function of super-cartan domain of the first type[J].Science in China(Series A),1999,29(7):607-615
  • 2HUA Luo-kong.Harmonic Analysis of Functions Several Complex Variables in the Classical Domains[M].Beijing:Science Press,1958.
  • 3FR ANCSICS G,HANGES N.The Bergman kernel and hypergeometric functions[J].J Funct Anal,1996,142(2):494-510
  • 4LU Qi-keng.Several Complex Variables[M].Beijing:Science Press,1961.

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