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20182020
most citedAlgebraic reflexivity of diameter-preserving linear bijections between -spaces

1 citations · 1 across the 3 of their papers we have counts for

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9 papers

math.FA2020

On 2-local diameter-preserving maps between C(X)-spaces

A. Jiménez-Vargas, Fereshteh Sady

The 2-locality problem of diameter-preserving maps between C(X)-spaces is addressed in this paper. For any compact Hausdorff space X with at least three points, we give an example…

math.FA20201 cited

Algebraic reflexivity of diameter-preserving linear bijections between -spaces

A. Jiménez-Vargas, Fereshteh Sady

We prove that if and are first countable compact Hausdorff spaces, then the set of all diameter-preserving linear bijections from to is algebraically reflexiv…

math.FA2020

Isometries between completely regular vector-valued function spaces

Mojtaba Mojahedi, Fereshteh Sady

In this paper, first we study surjective isometries (not necessarily linear) between completely regular subspaces and of and where and are loc…

math.FA2019

Composition in Modulus Maps on Semigroups of Continuous Functions

Bagher Jafarzadeh, Fereshteh Sady

For locally compact Hausdorff spaces and , and function algebras and on and , respectively, surjections satisfying norm multiplicative…

math.FA2019

Additive jointly separating maps and ring homomorphisms

Fereshteh Sady, Masoumeh Najafi Tavani

Let and be compact Hausdorff spaces, and be real or complex normed spaces and be a subspace of . For a function , let $\coz(f)$ be the…

math.FA2019

Lattice isomorphisms between certain sublattices of continuous functions

Vahid Ehsani, Fereshteh Sady

Let be the lattice of all continuous functions on a compact Hausdorff space with values in the unit interval . We show that for compact Hausdorff spaces a…