Some commutativity theorems of prime rings with generalized (σ, τ)-derivation

논문KCI 등재

2

조회

0

다운로드

0

인용

0

참고문헌

키워드

주제분류수학

In this paper, we extend some well known results concerning generalized derivations of prime rings to a generalized (σ, τ)-derivation.

In this paper, we extend some well known results concerning generalized derivations of prime rings to a generalized (σ, τ)-derivation.

N. Argac, "(; )-derivations in prime rings", Math. J. Okayama Univ, 29, pp.173~177 (1987)
M. Ashraf, "On generalized derivations of prime rings", Southeast Asian Bull. Math, 29(4), pp.669~675 (2005)
M. Ashraf, "Some commutativity theorems for rings with gen- eralized derivations", Southeast Asian Bull. Math, 31(3), pp.415~421 (2007)
N. Aydn, "Some generalizations in prime rings with (; )-derivation", Doga Mat, 16(3), pp.169~176 (1992)
H. E. Bell, "On commutativity and strong commutativity-preserving maps", Canad. Math. Bull, 37(4), pp.443~447 (1994)
H. E. Bell, "Centralizing mappings of semiprime rings", Canad. Math. Bull, 30(1), pp.92~101 (1987)
M. Bresar, "On the distance of the composition of two derivations to the generalized derivations", Glasgow Math. J, 33(1), pp.89~93 (1991)
M. Bresar, "Commuting traces of biadditive mappings, commutativity-preserving mappings and Lie mappings", Trans. Amer. Math. Soc, 335(2), pp.525~546 (1993)
J. C. Chang, "On (; )-derivations of prime rings", Chinese Journal Math, 22(1), pp.21~30 (1991)
M. N. Daif, "Remarks on derivations on semiprime rings", Internat. J. Math. Math. Sci, 15(1), pp.205~206 (1992)
Q. Deng, "On strong commutativity preserving mappings", Results Math, 30(3), pp.259~263 (1996)