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	Volume 47, Issue 2 Pg 121 - 233 (August 2020)
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JP Journal of Algebra, Number Theory and Applications

JP Journal of Algebra, Number Theory and Applications
Volume 47, Issue 2, Pages 121 - 134 (August 2020)
http://dx.doi.org/10.17654/NT047020121

COMMUTATIVITY OF π-STRONGLY PERIODIC RINGS

Saeed Nasirifar and Shaban Ali Safari Sabet

Abstract:

Assume that R is a ring, with the set N of nilpotent elements, Jacobson radical J, and center Z. In this paper, R is called π-strongly periodic if there exist positive integers m, n of opposite parity for each such that We prove some results about the commutativity of π-S-P rings.

Keywords and phrases:

π-strongly periodic rings, Jacobson radical, commutator ideal, commutativity, nil commutator ideal, periodic rings, Chacron criterion.

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P-ISSN: 0972-5555

E-ISSN: 3049-2084

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