Prime Ideals in Birational Extensions of Polynomial Rings Ii

Abstract

Let R be a semilocal Noetherian domain of dimension one, and let x be an indeterminate over R. By a birational extension of the polynomial ring R[x] we mean an integral domain B containing R[x] and contained in the fraction field of R[x]. We are interested in the prime ideal structure of birational extensions of R[x]. A general objective, of which the… (More)

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