Rings with polynomial identity - Open Access .click

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Structure of Rings with Involution Applied to Generalized Polynomial Identities

Canadian Journal of Mathematics, 1975
In [14, §4], some theorems were obtained about generalized polynomial identities in rings with involution, but the statements had to be weakened somewhat because a structure theory of rings with involution had not yet been developed sufficiently to permit proofs to utilize enough properties of rings with involution.
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Prime Rings Having Polynomial Identities with Arbitrary Coefficients

Proceedings of the London Mathematical Society, 1967
Let \(X\) be a set and let \(R_{\alpha}: \alpha \in X\}\) be a set of rings indexed by \(X\). Let \(\mathcal J\) be an ultra filter of subsets of \(X\). For any \(f, g \in \prod_{\alpha \in X} R\), define \(f \sim g\) if and only if the set \(\{\alpha \in X: f(\alpha)=g(\alpha)\}\) is a member of \(\mathcal J\).
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Polynomial identity rings

2001
J. McConnell, J. Robson
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Rings having one-sided ideals satisfying a polynomial identity

Archiv Der Mathematik, 1969
Surjeet Singh, Singh Surjeet
exaly

A Note on Prime Rings with Polynomial Identities

Journal of the London Mathematical Society, 1969
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Generalized polynomial identities and rings which are sums of two subrings

Algebra and Logic, 1995
K I Beidar, Mikhalev A V
exaly

On Prime Rings Satisfying a Certain Generalized Polynomial Identity

Communications in Algebra, 2003
M A Chebotar
exaly

Prime rings satisfying a generalized polynomial identity

Journal of Algebra, 1969
exaly