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6. ON CERTAIN DIFFERENTIAL IDENTITIES IN PRIME RINGS WITH INVOLUTION.

Author

ASHRAF, MOHAMMAD and SIDDEEQUE, MOHAMMAD ASLAM

Subjects
*DIFFERENTIAL algebra, *COMMUTATIVE rings, *HYPOTHESIS, *MATHEMATICS theorems, *PRIME number theorem
Abstract

In the present paper we investigate commutativity of *-prime ring R, which satisfies certain differential identities on *-ideals of R. Some results already known for prime rings on ideals have also been deduced. Finally, we provide several examples to justify that various restrictions imposed in the hypotheses of our theorems are not superfluous. [ABSTRACT FROM AUTHOR]

Published
2015
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