Topological reflexivity of spaces of analytic functions


We establish the topological reflexivity of several spaces of analytic functions for which characterizations of their respective isometry groups are available. Namely, we consider the following spaces of analytic functions: the Novinger-Oberlin spaces consisting of those functions on the disk with the property that f′ ∈ Hp and also the more general Kolaski spaces; the Ida-Mochizuki spaces consisting of functions on the disk such that sup 0

Publication Title

Acta Scientiarum Mathematicarum

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