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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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11 papers

math.FA2019

The effect of perturbations of frames on their alternate and approximately dual frames

M. Hajiabootorabi, H. Javanshiri, M. R. Mardanbeigi

Approximately dual frames as a generalization of duality notion in Hilbert spaces have applications in Gabor systems, wavelets, coorbit theory and sensor modeling. In recent years,…

math.FA2017

Introverted subspaces of the duals of measure algebras

H. Javanshiri, R. Nasr-Isfahani

Let be a locally compact group. In continuation of our studies on the first and second duals of measure algebras by the use of the theory of generalised functions, h…

math.FA2016

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

Hossein Javanshiri

Let and be frames for and let be a frame multiplier with the symbol . 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 and a compact subgroup , we show that the Banach space may be considered as a quotient space of . Also, we define a convolution on…

math.FA2016

Amalgamated duplication of the Banach algebra along a -bimodule

Hossein Javanshiri, Mehdi Nemati

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