Title of article
Module Amenability and Tensor Product ofSemigroup Algebras
Author/Authors
Bodaghi, Abasalt Islamic Azad University, Garmsar-Branch - Department of Mathematics, ايران
Pages
10
From page
97
To page
106
Abstract
Let S be an inverse semigroup with an upward directed set of idempotents E. In this paper we prove that if S is amenable, then l1(S) Ä^ l1(S) is module amenable as an l1(E)-module. Also we show that L1(S) Ä^ l1 (S) is module super-amenable if an appropriate group homomorphic image of S is finite.
Keywords
Banach modules , module derivation , module amenability , inverse semigroup.
Journal title
Journal of Mathematical Extension(IJME)
Serial Year
2010
Journal title
Journal of Mathematical Extension(IJME)
Record number
2699872
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