M. Eisaei

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math.FA2025

Jordan Left $I^\pm$ -centralizers on Algebras with Applications to Group Algebras

M. Eisaei, M. J. Mehdipour, Gh. R. Moghimi

We prove that every Jordan left $I^\pm$ -centralizer from an algebra $A$ with a right identity into an arbitrary algebra $B$ is a left $I^\pm$ -centralizer. This implies all Jordan homomor…

math.FA2024

On $I^¸$ -centralizing $I^¸$ -generalized derivations on convolution algebras

M. Eisaei, M. J. Mehdipour, Gh. R. Moghimi

Let $I^¸$ be an isomorphism on $L_{0}^{\infty} (w)^{*}$ . In this paper, we investigate $I^¸$ -generalized derivations on $L_{0}^{\infty} (w)^{*}$ . We show that every $I^¸$ -centralizing $I^¸$ -ge…

math.FA2024

Jordan left $I^\pm$ -centralizer on certain algebras

M. Eisaei, M. J. Mehdipour, Gh. R. Moghimi

In this paper, we investigate Jordan left $I^\pm$ -centralizer on algebras. We show that every Jordan left $I^\pm$ -centralizer on an algebra with a right identity is a left $I^\pm$ -centraliz…

Jordan Left I^±-centralizers on Algebras with Applications to Group Algebras

On I^¸-centralizing I^¸-generalized derivations on convolution algebras

Jordan left I^±-centralizer on certain algebras

Jordan Left $I^\pm$ -centralizers on Algebras with Applications to Group Algebras

On $I^¸$ -centralizing $I^¸$ -generalized derivations on convolution algebras

Jordan left $I^\pm$ -centralizer on certain algebras