The Bergman kernel: explicit formulas, deflation, Lu Qi-Keng problem and Jacobi Polynomials
Tomasz Beberok
所有作者
Tomasz Beberok
文献摘要
In this paper we investigate the Bergman kernel function for intersection of
two complex ellipsoids ${(z,w_1,w_2) \in C^{n+2} : |z_1|^2 + \cdots +
|z_n|^2 + |w_1|^q < 1, \quad |z_1|^2 + \cdots + |z_n|^2 + |w_2|^r < 1}.$