ON DUALITY OF WEIGHTED BLOCH SPACES IN Cn

Abstract

In this paper, we consider the weighted Bloch spaces Bq(q > 0) on the open unit ball in Cn. We prove a certain integral representation theorem that is used to determine the degree of growth of the functions in the space Bq for q > 0. This means that for each q > 0, the Banach dual of L1 a is Bq and the Banach dual of Bq,0 is L1

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