Article ID Journal Published Year Pages File Type
4597389 Journal of Pure and Applied Algebra 2008 25 Pages PDF
Abstract
Let D be a Noetherian domain of Krull dimension 2, and let H⊆R be integrally closed overrings of D. We examine when H can be represented in the form H=(⋂V∈ΣV)∩R, with Σ a Noetherian subspace of the Zariski-Riemann space of the quotient field of D. We characterize also the special case in which Σ can be chosen to be a finite character collection of valuation overrings of D.
Related Topics
Physical Sciences and Engineering Mathematics Algebra and Number Theory
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