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What is Bergman-Fridman Invariant in Pseudoconvex Domains about?

This document investigates the boundary behavior of the Bergman–Fridman invariant on various classes of pseudoconvex domains, including Levi corank one and strongly pseudoconvex domains. It presents theorems demonstrating how the invariant can detect strong pseudoconvexity based on boundary behavior and discusses the implications of these findings for the characterization of such domains. The authors also explore the stability of the Bergman distance under scaling processes and provide examples to illustrat

Author

rahulkramen

Language

EN