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Publications by M. Chacron

Rings With Involution All of Whose Symmetric Elements Are Nilpotent or Regular

Proceedings of the American Mathematical Society

Applied Mathematics

English

Direct Product of Division Rings and a Paper of Abian

Proceedings of the American Mathematical Society

Applied Mathematics

English

Related publications

Group Rings Whose Set of Symmetric Elements Is Lie Metabelian

Forum Mathematicum

Applied Mathematics

English

Group Rings Whose Units Form a Nilpotent or FC Group

Proceedings of the American Mathematical Society

Applied Mathematics

English

Factorizations of Invertible Symmetric Matrices Over Polynomial Rings With Involution

WSEAS TRANSACTIONS ON COMPUTERS

English

Trace-Like Functions on Rings With No Nilpotent Elements

Transactions of the American Mathematical Society

Applied Mathematics

English

Solvable Assosymmetric Rings Are Nilpotent

Proceedings of the American Mathematical Society

Applied Mathematics

English

Commutative Rings Whose Matrix Rings Are Baer Rings

Proceedings of the American Mathematical Society

Applied Mathematics

English

Rings Whose Quasi-Injective Modules Are Injective

Proceedings of the American Mathematical Society

Applied Mathematics

English

$*$-Differential Identities of Prime Rings With Involution

Transactions of the American Mathematical Society

Applied Mathematics

English

Metric Spaces All of Whose Decompositions Are Metric

Proceedings of the American Mathematical Society

Applied Mathematics

English