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Commutativity of Rings with Constraints on Commutators, II [PDF]

Results in Mathematics, 2000
We establish commutativity of rings satisfying certain conditions of the form [x, y] = [x, y]p(x, y), where p(X, Y) is a polynomial in two non-commuting indeterminates, depending on x and y. We also give several applications.
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Finite Commutative Rings and Their Applications

2002
Finite Commutative Rings and their Applications is the first to address both theoretical and practical aspects of finite ring theory. The authors provide a practical approach to finite rings through explanatory examples, thereby avoiding an abstract presentation of the subject.
Bini, G, FLAMINI, FLAMINIO
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On the Commutativity of Rings [PDF]

The American Mathematical Monthly, 1964
Christine W Ayoub, Raymond Ayoub
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Zero Divisors in Commutative Rings

The American Mathematical Monthly, 1986
(1986). Zero Devisors in Commutative Rings. The American Mathematical Monthly: Vol. 93, No. 5, pp. 382-387.
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Injective quotient rings of commutative rings

1979
INTRODUCTION In the broadest sense, this is a study of commutative rings which satisfy the (finitely) pseudo-Froben[us (or (F)PF) condition: All (finitely generated) faithful modules generate the category mod-R of all R-modules. These rings include: Pr[[fer rings, almost maximal valuation rings, self-injective rings, e.g.
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Construction of a class of maximal commutative subalgebras of prime Leavitt path algebras

Forum Mathematicum, 2021
Michał Ziembowski, Leon Van Wyk
exaly  

Algebraic techniques for least squares problems in commutative quaternionic theory

Mathematical Methods in the Applied Sciences, 2020
Dong Zhang, Tongsong Jiang, Zhenwei Guo
exaly  

Cubic Commutative Ideals of $BCK$-algebras

Missouri Journal of Mathematical Sciences, 2018
Tapan Senapati
exaly  

Commutative ideals of BCK-algebras and BCI-algebras based on soju structures

AIMS Mathematics, 2021
exaly  

‐Bootstrap Approach to Non‐Commutative Gauge Theories

Fortschritte Der Physik, 2019
Vladislav G Kupriyanov
exaly