most citedSome homological properties of T-Lau product algebra

2 citations · 3 across the 6 of their papers we have counts for

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6 papers

math.FA2015

Connes-biprojective dual Banach algebra

Ahmad Shirinkalam, A. Pourabbas

In this paper, we introduce a new notion of biprojectivity, called Connes-biprojective, for dual Banach algebras. We study the relation between this new notion to Connes-amenabilit…

math.FA2015

On approximate Connes-amenability of enveloping dual Banach algebras

Ahmad Shirinkalam, A. Pourabbas

For a Banach algebra , we introduce various approximate virtual diagonals such as approximate WAP-virtual diagonal and approximate virtual diagonal. For the envelopi…

math.FA20141 cited

Module and Hochschild cohomology of certain semigroup algebras

A. Shirinkalam, A. Pourabbas, M. Amini

We study the relation between module and Hochschild cohomology groups of Banach algebras with a compatible module structure. More precisely, we show that for every commutative Bana…

math.FA20142 cited

Some homological properties of T-Lau product algebra

N. Razi, A. Pourabbas

Let T be a homomorphism from a Banach algebra B to a Banach algebra A.The Cartesian product space A * B with T-Lau multiplication and l^1-norm becomes a new Banach algebra A *_T B.…

math.FA2014

Approximate biprojectivity of certain semigroup algebras

A. Sahami, A. Pourabbas

In this paper, we investigate the notion of approximate biprojectivity for semigroup algebras and for some Banach algebras related to semigroup algebras. We show that

math.FA2014

Approximate biprojectivity and -biflatness of certain Banach algebras

A. Sahami, A. Pourabbas

In this paper we are going to investigate the approximate biprojectivity and the -biflatness of some Banach algebras related to the locally compact groups. We show that a Segal…