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This paper continues a line investigation in [1]. Let A be a K-algebra and M an A/K-bimodule. In [5] Hamaguchi gave a necessary and sufficient condition for gDer(A,M) to be isomorphic to BDer(A,M).
The main aim of this paper is to establish similar relationships for generalized (σ,ι)-derivations.
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참고문헌 (11)
참고문헌 신청
A. Nakajima / 1999 / On categorical properties of generalized derivations / Sci. Math. 2 (3) : 345 ~ 352
A. Nakajima / 2000 / On generalized higher derivations / Turkish J. Math. 24 (3) : 295 ~ 311
A. Nakajima / 2001 / Generalized Jordan derivations, International Symposium on Ring Theory / Trends Math. : 235 ~ 243
I. N. Herstein / 1957 / Jordan derivations of prime rings / Proc. Amer. Math. Soc. 8 : 1104 ~ 1110
I. N. Herstein / 1969 / Topics in Ring Theory / The University of Chicago Press
A. Nakajima / 2000 / On generalized higher derivations / Turkish J. Math. 24 (3) : 295 ~ 311
A. Nakajima / 2001 / Generalized Jordan derivations, International Symposium on Ring Theory / Trends Math. : 235 ~ 243
I. N. Herstein / 1957 / Jordan derivations of prime rings / Proc. Amer. Math. Soc. 8 : 1104 ~ 1110
I. N. Herstein / 1969 / Topics in Ring Theory / The University of Chicago Press
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