M. Nemati

most citedMultipliers over Fourier algebras of ultraspherical hypergroups

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

collaborators

4 papers

math.FA2019

Compact and weakly compact multipliers on Fourier algebras of ultraspherical hypergroups

Reza Esmailvandi, Mehdi Nemati

A locally compact group $G$ is discrete if and only if the Fourier algebra $A (G)$ has a non-zero (weakly) compact multiplier. We partially extend this result to the setting of…

math.FA2019

Amenability and harmonic $L^{p}$ -functions on hypergroups

Mehdi Nemati, Jila Sohaei

Let $K$ be a locally compact hypergroup with a left invariant Haar measure. We show that the Liouville property and amenability are equivalent for $K$ when it is second countable.…

math.FA2019★ 1 cited

Multipliers over Fourier algebras of ultraspherical hypergroups

Reza Esmailvandi, Mehdi Nemati

Let $H$ be an ultraspherical hypergroup associated to a locally compact group $G$ and let $A (H)$ be the Fourier algebra of $H$ . For a left Banach $A (H)$ -submodule $X$ of $V N (H)$ ,…

math.FA2016

Amalgamated duplication of the Banach algebra $A$ along a $A$ -bimodule $A$

Hossein Javanshiri, Mehdi Nemati

Let $A$ and $A$ be Banach algebras such that $A$ is a Banach $A$ -bimodule with compatible actions. We define the product ${\cal A}\rtimes{\fra…

Compact and weakly compact multipliers on Fourier algebras of ultraspherical hypergroups

Amenability and harmonic Lp-functions on hypergroups

Multipliers over Fourier algebras of ultraspherical hypergroups

Amalgamated duplication of the Banach algebra A along a A-bimodule A

Amenability and harmonic $L^{p}$ -functions on hypergroups

Amalgamated duplication of the Banach algebra $A$ along a $A$ -bimodule $A$