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Start Over Topic banach algebras Publication Year Range Last 10 years Region paterson (n.j.)
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1. Ideal Connes amenability of l1-Munn algebras and its application to semigroup algebras.

Author

Minapoor, Ahmad

Subjects
SEMIGROUP algebras, IDEMPOTENTS, ALGEBRA, BANACH algebras, FINITE, The
Abstract

We show that for any weakly cancellative uniformly locally finite inverse semigroup S such that l 1 (S) is ideally Connes amenable, for each D -classes D of S, E(D) is finite, where E(D) is the set of idempotents of D. This is similar to a theorem of Duncan and Paterson, that says if l 1 (S) is amenable then E(D) is finite. Also we study ideal Connes amenability of l 1 -Munn algebras. [ABSTRACT FROM AUTHOR]

Published
2021
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