Results 221 to 230 of about 1,179,667 (236)
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Noncommutative elementary divisor rings

Journal of Mathematical Sciences, 1999
We study the maximally non-principal ideals of noncommutative Bezout rings. We describe new classes of noncommutative elementary divisor rings.
B. V. Zabavs'kii, A. I. Gatalevich
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Extremely noncommutative elements in rings

Monatshefte für Mathematik, 2007
We study rings and K-algebras in which all elements or all noncentral elements have smallest possible centralizer. Our principal result asserts that a ring R must be either finite or commutative if each noncentral element a has centralizer equal to the subring generated by a.
Howard E. Bell, Abraham A. Klein
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Integral extensions of noncommutative rings

Israel Journal of Mathematics, 1991
In this paper we study integral extensions of noncommutative rings. To begin, we prove that finite subnormalizing extensions are integral. This is done by proving a generalization of the Pare-Schelter result that a matrix ring is integral over the coefficient ring.
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Modules over Noncommutative Rings

2006
This chapter contains two sets of tools for working with modules over a ring R with identity. The first set concerns finiteness conditions on modules, and the second set concerns the Hom and tensor product functors.
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Noncommutative Rings and Their Applications

2015
Steven Dougherty   +4 more
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