University of Guilan Journal of Algebra and Related Topics 2345-3931 9 2 2021 12 01 BZS Rings, II 29 37 5183 10.22124/jart.2021.17183.1212 EN M. Farag Department of Mathematics, Fairleigh Dickinson University, 1000 River Rd, Tea-neck, NJ, 07666, USA. R. P. Tucci Department of Mathematics and Computer Science, Loyola University New Orleans, New Orleans, LA, USA. Journal Article 2020 07 23 An associative ring R, not necessarily commutative and not necessarily with identity, is called Boolean-zero square or<br />BZS if every element of R is either idempotent or nilpotent of index 2. We continue our investigation of the structure of  nite<br />BZS rings. https://jart.guilan.ac.ir/article_5183_2af09a2ccc1a630087acf30993556041.pdf