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A Remark on Zero and Peak Sets on Weakly Pseudoconvex Domains
Authors:Verdera  Verdera
Institution:Facultat de Matematiques, Universitat de Barcelona Gran Via 585, Barcelona 7, Spain
Abstract:Let {Omega} be a relatively compact, smoothly bounded, pseudoconvexdomain of a Stein manifold, and let A({Omega}) be the algebra of allcontinuous functions on Formula which are holomorphic on {Omega}. It is shown that a zero set on {partial}{Omega} for A({Omega})is a peak set for A({Omega}).
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