N. Tavallaei

most citedMeasure Algebras on Homogeneous Spaces

1 citations · 1 across the 1 of their papers we have counts for

collaborators

2 papers

math.CA2016★ 1 cited

Measure Algebras on Homogeneous Spaces

Hossein Javanshiri, Narguess Tavallaei

For a locally compact group $G$ and a compact subgroup $H$ , we show that the Banach space $M (G / H)$ may be considered as a quotient space of $M (G)$ . Also, we define a convolution on…

math.FA2015

On the weak $^{}$ continuity of $LU C (G)^{}$ -module action on $LU C (X, G)^{*}$ related to $G$ -space $X$

Hossein Javanshiri, Narguess Tavallaei

Associated with a locally compact group $G$ and a $G$ -space $X$ there is a Banach subspace $LU C (X, G)$ of $C_{b} (X)$ , which has been introduced and…

Measure Algebras on Homogeneous Spaces

On the weak∗ continuity of LUC(G)∗-module action on LUC(X,G)∗ related to G-space X

On the weak $^{}$ continuity of $LU C (G)^{}$ -module action on $LU C (X, G)^{*}$ related to $G$ -space $X$