BZS Rings, II

Document Type : Research Paper

Authors

1 Department of Mathematics, Fairleigh Dickinson University, 1000 River Rd, Tea-neck, NJ, 07666, USA.

2 Department of Mathematics and Computer Science, Loyola University New Orleans, New Orleans, LA, USA.

Abstract

An associative ring R, not necessarily commutative and not necessarily with identity, is called Boolean-zero square or
BZS if every element of R is either idempotent or nilpotent of index 2. We continue our investigation of the structure of  nite
BZS rings.

Keywords

Journal of Algebra and Related Topics
Volume 9, Issue 2
December 2021
Pages 29-37

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