Authors | Ebrahim Tamimi |
---|---|
Journal | Measure Algebras and Applications (MMA) |
Presented by | ولایت |
Page number | ۱-۱۴ |
Serial number | ۲ |
Volume number | ۲ |
Paper Type | Full Paper |
Published At | ۲۰۲۴/۱۲/۲۱ |
Journal Grade | Science - Specialized |
Journal Type | Electronic |
Journal Country | Iran, Islamic Republic Of |
Abstract
Let A = (A) and B = (B) be dual Banach
algebras and U be a Banach algebra. Let
Ω = (Ω) be a normal Banach A-bimodule.
In this paper, we investigate the notion of U-
bimodule φAU
B
U -Connes amenability for
Ab
B, where φAU
: A ! A and B
U : B ! B
are w-continuous homomorphisms. Also, we
characterize the U-bimodule ( B
U ; 0)-Connes
amenability of the module extension of dual
Banach algebra A Ω.
tags: U-Bimodule Connes amenability, Module extension Banach algebra, Projective tensor product, ( A U ; 0)-Connes amenable, U-bimodule φAU -derivation