On Analytic Campanato and F(p, q, s) Spaces

摘要

We investigate the relation between analytic Campanato spaces AL(p,s) and the spaces F(p, q, s), characterize the bounded and compact Riemann-Stieltjes operators from AL(p,s) to F(p, p - s - 1, s). We also describe the corona theorem and the interpolating sequences for the class F(p, p - 2, s), which is the Mobius invariant subspace of the analytic Besov type spaces B-p(s).