Title of article
amenability of vector-valued group algebras
Author/Authors
ghaffari, a semnan university, سمنان, ايران , javadi, s university of guilan, رشت, ايران
From page
97
To page
107
Abstract
the purpose of carrying out this work is to develop the amenability notations for vector-valued group algebras. we prove that l1(g;a) is approximately weakly amenable where a is a unital separable banach algebra. we give the necessary, and sufficient conditions for the existence of a left invariant mean on l1(g;a ), luc(g;a ), wap(g;a ), and c0(g;a ).
Keywords
amenability , banach algebras , derivation , group algebra , invariant mean ,
Journal title
Journal of Algebraic Systems
Journal title
Journal of Algebraic Systems
Record number
2591853
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