Let K be a compact subgroup of a locally compact group G. In this work, we initiate an
investigation of the Lebesgue-Fourier algebra S 1 A (G/K) on the coset space G/K with …

Connes amenability of l1-Munn algebras 1 Introduction Page 1 TAMKANG JOURNAL OF
MATHEMATICS Volume 53, Number 3, 259-266, September 2022 DOI:10.5556/j.tkjm.53.2022.3554 …

This article is a survey of the character amenability results around the general Banach
algebras and Banach algebras in different classes which are known to the author. The …

Given a Pseudo-complete locally convex algebra A. We define for A flat hypomodules and
cyclic flat hypomodules in line with hypocontinuous multiplication in A. We generalize results …

In this paper, for a locally compact Abelian group G with a non quasi analytic weight w of G,
we investigate the zero set of ideals for Beurling algebra L1 (G, w). Also, we obtain the …

Let S be a foundation topological semigroup and M_a (S) M a (S) the space of all measures
μ ∈ M (S) μ∈ M (S) for which the maps x ⟼| μ|* δ _ xx⟼| μ|∗ δ x and x ⟼ δ _ x*| μ| x⟼ δ x∗| μ …

Some characterizations of character amenability and approximate character amenability of
Banach algebras are investigated. In this respect, the new concept character amenability …

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

In this paper‎,‎ we study character amenability of semigroup algebrasell^{1}(S)and weighted
semigroup algebras $ ell^{1}(S, omega) $‎,‎ for a certain semigroups such as right (left) zero …

In this work, we study the character amenability of weighted convolution algebras
$\ell^{1}(S,\omega) $, where $ S $ is a semigroup of classes of inverse semigroups with a …