INTEGRAL-TYPE OPERATORS BETWEEN WEIGHTED BERGMAN SPACES ON THE UNIT DISK
The boundedness and compactness of the integral-type operator I-g((n)) f(z) = integral(z)(0) f((n)) (zeta)g(zeta)d zeta where g is a holomorphic function on the unit disk and n is an element of N-0, between weighted Bergman spaces are characterized.
integral-type operator weighted bergman space unit disk boundedness compactness