Helsinki, Finlandia
Given a continuous, radial, rapidly decreasing weight v on the complex plane, we study the solid hull of its associated weighted space H∞v(C) of all the entire functions f such that v|f| is bounded. The solid hull is found for a large class of weights satisfying the condition (B) of Lusky. Precise formulations are obtained for weights of the form v(r)= exp(−arp),a>0,p>0. Applications to spaces of multipliers are included.
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