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Zero Problems of the Bergman Kernel Function on the First Type of Cartan-Hartogs Domain∗

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题目:Zero Problems of the Bergman Kernel Function on the First Type of Cartan-Hartogs Domain∗

作者:王安 (教授)

简介:The authors give the condition that the Bergman kernel function on the first type of Cartan-Hartogs domain exists zeros. If the Bergman kernel function of this type of domain has zeros, the zero set is composed of several path-connected branches, and there exists a continuous curve to connect any two points in the non-zero set. 

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