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A SOBOLEV ALGEBRA OF VOLTERRA TYPE
Published online by Cambridge University Press: 12 December 2012
Abstract
We present a family of radical convolution Banach algebras on intervals (0,a] which are of Sobolev type; that is, they are defined in terms of derivatives. Among other properties, it is shown that all epimorphisms and derivations of such algebras are bounded. Also, we give examples of nontrivial concrete derivations.
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- Research Article
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- Copyright © 2012 Australian Mathematical Publishing Association Inc.
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