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20182026
most citedMultiplicative (generalized)-derivations of prime rings that act as (anti)homomorphisms

1 citations · 1 across the 6 of their papers we have counts for

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6 papers

math.RA2026

Commutativity criteria for prime rings with involution via pairs of endomorphisms

Gurninder Singh Sandhu, Geetika Gudwani, Mohammadi El Hamdoui

The aim of this article is to investigate central-valued identities involving pairs of endomorphisms on prime rings equipped with an involution of the second kind. Extending the re…

math.AC2025

On derivations and semiprime ideal of rings

Gurninder Singh Sandhu, Nadeem Ur Rehman

Let be an associative ring with a nonzero ideal and a semiprime ideal such that Let be a nonempty subset of and be a derivation of $…

math.RA2022

On centrally extended Jordan derivations and related maps in rings

Bharat Bhushan, Gurninder Singh Sandhu, Shakir Ali +1

Let be a ring and be the center of The aim of this paper is to define the notions of centrally extended Jordan derivations and centrally extended Jordan -deri…

math.RA2020★ 1 cited

Multiplicative (generalized)-derivations of prime rings that act as (anti)homomorphisms

Gurninder S. Sandhu

Let be a prime ring. In this note, we describe the possible forms of multiplicative (generalized)-derivations of that act as homomorphism or antihomomorphism on non…

math.RA2020

On Reverse Derivable Maps

Gurninder S. Sandhu, Bruno L. M. Ferreira, D. Kumar

Let be a ring with involution containing a nontrivial symmetric idempotent element . Let be a mapping such that for all…

math.RA2018

Additivity of Reverse Derivable Maps

Gurninder Singh Sandhu, Deepak Kumar

Let be any ring containing a non-tivial idempotent element . Let be a mapping such that for all . In this note, our…