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In this paper, we introduce the notion of a semiderivation on near-rings, and we try to generalize some properties of prime rings with derivations to prime near-rings with semiderivations.
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참고문헌 (9)
참고문헌 신청
H. E. Bell. / 1988 / Semiderivations and commutatity in prime rings / Canad. Math 31(4):500~5008
J. Bergen / 1983 / Derivations in prime rings / Canad. Math 26:267~270
J. Bergen / 1999 / Skew derivations with central invariants / J. London Math. Soc 59(2):87~99
A. Boua / 2013 / Semiderivations satisfying certain algebraic identities on prime rings / Asian-European Journal of Mathematics 6(3):8
M. Bresar / 1992 / On a generalizationof the notion of centralizing mappings / Proc. Amer. Math. Soc 114:641~649
J. Bergen / 1983 / Derivations in prime rings / Canad. Math 26:267~270
J. Bergen / 1999 / Skew derivations with central invariants / J. London Math. Soc 59(2):87~99
A. Boua / 2013 / Semiderivations satisfying certain algebraic identities on prime rings / Asian-European Journal of Mathematics 6(3):8
M. Bresar / 1992 / On a generalizationof the notion of centralizing mappings / Proc. Amer. Math. Soc 114:641~649
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