Given an admissible weight w and 0<p<∞, the estimate ∫p|f(z)|^pw(z)dm(z)-|f(0)|^p+∫p|f'(z)|^pψ^p(z)w(z)dm(z) is valid for all holomorphic functions f in
Suppose H is a complex Hilbert space, AH(△) denotes the set of all analytic operator functions on △, and the set NH(△)= {f(z)|f(z) is an analytic operator fun