H. Javanshiri

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20112019

most citedMeasure Algebras on Homogeneous Spaces

1 citations · 4 across the 11 of their papers we have counts for

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math.FA2016

Invariances of the operator properties of frame multipliers under perturbations of frames and symbol

Hossein Javanshiri

Let $Φ$ and $Ψ$ be frames for $H$ and let $M_{m, Φ, Ψ}$ be a frame multiplier with the symbol $m$ . In this paper, we restrict our investigation to show that the operator propert…

math.FA2016

Multipliers for von Neumann-Schatten Bessel sequences in separable Banach spaces

Hossein Javanshiri, Mehdi Choubin

In this paper we introduce the concept of von Neumann-Schatten Bessel multipliers and obtain some of their characterizations. Finally, special attention is devoted to the study of…

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.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…

Invariances of the operator properties of frame multipliers under perturbations of frames and symbol

Multipliers for von Neumann-Schatten Bessel sequences in separable Banach spaces

Measure Algebras on Homogeneous Spaces

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

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