18 results with keyword: 'on jordan ideals and left th th derivations in prime rings'
Shakir Ali: Department of Mathematics, Aligarh Muslim University, Aligarh 202002, India E-mail
N/A
mamouni, Commutativity theorems for prime rings with generalized derivations on Jordan ideals, Jour. of
N/A
[1, 2], Jung and Park [8], Vukman [13, 14] studied left Jordan derivations and left derivations on prime rings and semiprime rings, which are in a close connection with
N/A
Ceven proved that every Jordan left derivation of a 2- torsion free completly prime Γ- ring is a Jordan left derivation.. Paul and Halder [5] extended these re- sults to a Lie ideal
N/A
Reddy, Nagesh and Kumar [7] and Reddy, Kumar and Reddy [8] worked on left generalized derivations on prime γ -rings and results of symmetric reverse bi-derivations on
N/A
Rani, “On generalized derivations of prime rings,” Southeast Asian Bulletin of Mathematics, vol.. Kerr, “Lie ideals and derivations of prime rings,” Journal of
N/A
In section two , we introduce the notion of left generalized ( , )-4-derivation in near-ring N and we determine some conditions of left generalized ( , )-4-derivation and
N/A
[7] M.Sapanci and Nakajima, "Jordan Derivations on Completely Prime Gamma
N/A
Dey, Paul and Rakhimov [3] discussed some properties of Generalized derivations in semiprime gamma rings Bresar [2] studied on the distance of the composition of
N/A
In a recent paper we have extended the classical Herstein’s theorem on Jordan derivations on prime rings to Jordan superderivations on prime associative superalgebras.. Throughout
N/A
Recently there has been a great deal of wok concerning commutativity of prime and semi-prime rings with derivations satisfying certain differential identities
N/A
IJST.. An additive map is said to be a generalized derivation of if there exists a derivation such that is satisfied for all. The notion of generalized
N/A
In the present paper, we investigate commutativity of a prime ring R , which satisfies certain differential identities on the left ideals of.. Moreover some results on commutativity
N/A
Key Stage 2 Pupils should be taught: • (PSHE and Ct 2b) why and how rules and laws are made and enforced, why different rules are needed in different situations and how to take part
N/A
Department of Mathematics Jamia Millia Islamia(Central University) New Delhi-110025, India. Keywords: Derivations, Lie ideals, rings with involution, -prime rings. Every prime ring
N/A
&VijayaKumar,V, “Centralizing and commuting left generalized derivations on prime rings”, Bulletin of Mathematical Science and Applications,vol.11, pp.1-3,2015.
N/A
In [6] Öznur Gölba and Özlem Kizilgöz investigated some commutativity theorems for Jordan ideals of ∗- prime rings with generalized (α, β)-derivation of 2-torsion
N/A
Mikhalev, Rings with Generalized Identities , Mono- graphs and Textbooks in Pure and Applied Mathematics, vol.. Martindale, III, Centralizing mappings of semiprime rings
N/A