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Authors:K. Jarosz
Affiliation:Department of Mathematics, Southern Illinois University at Edwardsville, Edwards- ville, Illinois 62026
Abstract:Let $X$ be a compact subset of the complex plane $mathbb {C},$ and let $0<alpha leq 1.$ We show that the maximal ideal space of Banach algebras of Lipschitz functions, which are analytic on $mathrm {int}X$, coincides with $X. $

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