Article ID Journal Published Year Pages File Type
4617336 Journal of Mathematical Analysis and Applications 2012 9 Pages PDF
Abstract
We show that the spectrum of the algebra of bounded symmetric analytic functions on ℓp,1≤p<+∞ with the symmetric convolution operation is a commutative semigroup with the cancellation law for which we discuss the existence of inverses. For p=1, a representation of the spectrum in terms of entire functions of exponential type is obtained which allows us to determine the invertible elements.
Related Topics
Physical Sciences and Engineering Mathematics Analysis
Authors
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