Title of article
CONNES-AMENABILITY OF TRIANGULAR BANACH ALGEBRAS
Author/Authors
SATTARI ، M.H. - Azarbaijan Shahid Madani University
Pages
6
From page
257
To page
262
Abstract
Let A and B be unital Banach algebras and M be a Banach (A,B)-module. Then T =(A M 0 B) becomes a triangular Banach algebra when equipped with the Banach space norm ||T|| = ||a|| A + ||m|| M + ||b|| B. When A and B are dual Banach algebras, we characterize Connes-amenability of T in terms of Connes-amenability of A and B and their action on M.
Keywords
Connes , amenable Banach algebra , dual Banach algebra , triangular Banach algebra
Journal title
Journal of Advanced Mathematical Studies
Serial Year
2017
Journal title
Journal of Advanced Mathematical Studies
Record number
2477841
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