18 results with keyword: 'regarding commutativity have been obtained in the settingof prime near rings satisfying some properties and identities involving derivations'
Analogues of some ring theoretic results, regarding commutativity have been obtained in the setting of ∗ -prime near-rings satisfying some properties and identities
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In the present paper, we have obtained the commutativity of 3-prime near-rings, equipped with left generalized multiplicative derivations and satisfying some differential identities
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In the present paper, we have obtained the commutativity of 3-prime near-rings, equipped with left generalized multiplicative derivations and satisfying some
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Recently there has been a great deal of wok concerning commutativity of prime and semi-prime rings with derivations satisfying certain differential identities
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Some well known results characterizing commutativity of 3-prime near rings by
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Results: In exploring how Aboriginal and Torres Strait Islander women managed their own health and wellbeing, compelling stories of trauma, domestic violence and generational
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Facilities Maintenance Finance Procurement Human Resources Operations & Technology Agency Education Facilities Maintenance Finance Procurement Human Resources Operations &
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Mikhalev, Rings with Generalized Identities , Mono- graphs and Textbooks in Pure and Applied Mathematics, vol.. Martindale, III, Centralizing mappings of semiprime rings
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Keywords: Heat Transfer Coefficient, Twisted Tapes and Triangular Fin Type Insert, Turbulent Flow, Friction Factor, Reynolds Number, Nusselt
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The notion of intuitionistic fuzzy extensions and intuitionistic fuzzy multiplications of fuzzy AT-ideals with several related properties are investigated.. Also the
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Recently, some results concerning commutativity in prime near-rings with derivation have been generalized in several ways.. The primary purpose of this paper is to generalize
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National Research Institute for Earth Science and Disaster Resilience (NIED) has a Large-Scale Earthquake Simulators in
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Pradhan, Generalized Derivations Acting as Homomorphisms or anti-Homomorphisms with Central Values in Semiprime Rings, Miskolc Math.. Rahmani, Generalized Derivations as
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The study of commutativity of 3-prime near-rings by using derivations was initiated by Bell and Mason in 1987 in [4].. After that, Beidar, Fong and Wang generalize some results
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The recent literature contains numerous results on commutativity in prime and semiprime rings admitting suitably constrained derivations and generalized derivations,
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&VijayaKumar,V, “Centralizing and commuting left generalized derivations on prime rings”, Bulletin of Mathematical Science and Applications,vol.11, pp.1-3,2015.
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Several authors investigated the commutativity in prime and semiprime rings admitting derivations and generalized derivations which satisfy appropriate algebraic conditions on
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