A. Mahmoodi

collaborators

6 papers

math.FA2017

Pointwise amenable, non-amenable Banach algebras

Sara Behnamian, Amin Mahmoodi

It is shown that a pointwise amenable Banach algebra need not be amenable. This positively answer a question raised by Dales, Ghahramani and Loy.

math.FA2017

Pointwise amenability for dual Banach algebras

Mannane Shakeri, Amin Mahmoodi

We shall develop two notions of pointwise amenability, namely pointwise Connes amenability and pointwise $w^{*}$ -approximate Connes amenability, for dual Banach algebras which take t…

math.FA2017

On pseudo-amenability of Beurling algebras

Kobra Oustad, Amin Mahmoodi

Amenability and pseudo-amenability of $ℓ^{1} (S, ω)$ is characterized, where $S$ is a left (right) zero semigroup or it is a rectangular band semigroup. The equivalence conditio…

math.FA2017

$φ$ -contractibility and $φ$ -Connes amenability coincide with some older notions

Amin Mahmoodi

It is shown that various definitions of $φ$ -Connes amenability as introduced independently in \cite{Gh-Ja, mah, Sh-Am}, are just rediscovering existing notions and presenting them…

math.FA2017

Biflat-like Banach algebras

Sanaz Haddad sabzevar, Amin Mahmoodi

Given a Banach algebra $A$ and a continuous homomorphism $σ$ on it, the notion of $σ$ -biflatness for $A$ is introduced. This is a generalization of biflatne…

math.FA2017

Amenability-Like properties of C(X,A)

S. Ghoraishi, A. Mahmoodi, A. R. Medghalchi

Let $A$ be a Banach algebra and $X$ be a compact Hausdorff space. Given homomorphisms $σ \in H o m (A)$ and $τ \in H o m (C (X, A))$ , we introduce induced homomorphisms $\tildeσ\in Hom(C(X…

Pointwise amenable, non-amenable Banach algebras

Pointwise amenability for dual Banach algebras

On pseudo-amenability of Beurling algebras

φ-contractibility and φ-Connes amenability coincide with some older notions

Biflat-like Banach algebras

Amenability-Like properties of C(X,A)

$φ$ -contractibility and $φ$ -Connes amenability coincide with some older notions