-domains of holomorphy and the Bergman kernel
We give a characterization of -domains of holomorphy with the help of the boundary behavior of the Bergman kernel and geometric properties of the boundary, respectively.
We give a characterization of -domains of holomorphy with the help of the boundary behavior of the Bergman kernel and geometric properties of the boundary, respectively.
We prove, among other results, that is plurisubharmonic (psh) when belong to a family of functions in where is the -Lipchitz functional space with Then we establish a new characterization of holomorphic functions defined on open sets of