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Nonstandard Ideals in Radical Convolution Algebras on a Half-Line
Published online by Cambridge University Press: 20 November 2018
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This note is about the interplay between two classes of radical Banach algebras, and we begin by describing the algebras in question.
A weight sequence is a positive sequence w = (wn) defined on Z+ (the non-negative integers) and satisfying w0 = 1 and wm+n ≦ wmwn for all m and n in Z+. For such a sequence w, the Banach space
is a Banach algebra with respect to the convolution product, defined by
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- Copyright © Canadian Mathematical Society 1987
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