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Quotient rings, chain conditions and injective ring endomorphisms
Published online by Cambridge University Press: 18 May 2009
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In this paper, the situation we shall be concerned with is that of a ring R, with a ring monomorphism α: R → R, which will not be assumed to be surjective.
Much work has been done on the skew polynomial ring R[x, α] and the skew Laurent polynomial ring R[x, x-1, α], where α is an automorphism—see [3] for example. However, the fact that α is not surjective renders the study of these objects much more difficult.
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- Copyright © Glasgow Mathematical Journal Trust 1989