摘要

We study the notions of phi-amenability and character amenability of the semigroup algebra l(1) (S), where S is a semilattice. We also consider the character amenability of semigroup algebras of uniformly locally finite inverse semigroups. As a consequence, we characterize the character amenability of Brandt semigroup algebras. Moreover, we study these notions for module extension of Banach algebras with application to semigroup algebras.

  • 出版日期2013