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Lie right ideals in 3-prime near-rings with generalized homoderivations
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Boua, Abdelkarim +2 more
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HOMODERIVATIONS OF s-PRIME G-RINGS
Sh. K. Said Husain, K. K. Dey
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On n-Jordan homoderivations in rings
Georgian Mathematical Journal, 2023Abstract Let R be a ring and let n ≥ 1 {n\geq 1}
Said Belkadi, Shakir Ali, Lahcen Taoufiq
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Homoderivations and Jordan right ideals in 3-prime near-rings
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Homoderivations and semigroup ideals in 3-prime near-rings
2021Summary: This paper studies homoderivations satisfying certain conditions on semigroup ideals of near-rings. In addition, we include some examples of the necessity of the hypotheses used in our results.
Mouhssine, Samir, Boua, Abdelkarim
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Left generalized homoderivations in 3-prime near-rings
Journal of Discrete Mathematical Sciences and CryptographyIn this paper, the structure of 3-prime near-rings with left generalized homoderivation satisfying certain conditions on a semigroup ideal will be investigated. After that, we’ll provide examples to explain why the hypotheses used in the various results are necessary.
Samir Mouhssine, Abdelkarim Boua
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On nilpotent homoderivations in prime rings
Communications in Algebra, 2023Said Belkadi, Shakir Ali, Lahcen Taoufiq
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On Square-Closed Lie Ideals and Generalized Homoderivations in Prime Rings
Integra: Journal of Integrated Mathematics and Computer ScienceLet M be a square-closed noncentral Lie ideal of a prime ring R with char(R) ≠ 2. An additive mapping G on R is defined as a generalized homoderivation if it satisfies G(στ) = G(σ) h(τ) + G′(σ) y + x h(τ) for all σ and τ in R. This paper focuses on studying generalized homoderivations of prime rings using square-closed Lie ideals that satisfy certain ...
null G. Naga Malleswari +1 more
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Orbital interactions in anti- and syn- tricyclooctadienes and their homoderivatives
Theoretica Chimica Acta, 1978Jens Spanget-Larsen +4 more
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