Compactness of Hankel operators with conjugate holomorphic symbols on complete Reinhardt domains in C2

摘要

In this paper we characterize compact Hankel operators with conjugate holomorphic symbolson the Bergman space of bounded convex Reinhardt domains in C2. We also characterize compactness of Hankel operators with conjugate holomorphic symbols on smooth bounded pseudoconvex complete Reinhardt domains in C2.