Title of article
The Structure and Amenability of L^p-Munn Algebras
Author/Authors
NASERI, S. university of isfahan - Department of Mathematics, اصفهان, ايران , SAMEA, H. bu ali sina university of hamadan - Department of Mathematics, همدان, ايران
From page
75
To page
83
Abstract
We introduce the notion of LMp I (A), where A is a Banach space, I is an index set and 1 leq p 1. We find necessary and sufficient conditions for which LMp I (A) is a Banach algebra and investigate amenability of this Banach algebra. Applications to L^p(S) (1 leq p 1), where S is a Brandt semigroup, are also given.
Keywords
Banach algebra , Amenability , semigroup
Journal title
Bulletin of the Iranian Mathematical Society
Journal title
Bulletin of the Iranian Mathematical Society
Record number
2549385
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