SMALL HANKEL OPERATORS ON WEIGHTEDBERGMAN SPACES OF BOUNDED SYMMETRIC DOMAINS

摘要

The smal1 Hankel operators on weighted Bergman space of bounded symmetric domains Ω in Cn with symbols in L2(Ω,dVλ) are studied.Characterizations for the boundedness,compactness of the small Hankel operators hφ are presented in terms of a certain integral transform of the symbol φ.