Minimal sets of generators for the relation ideals of certain monomial curves
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LetO be a monomial curve in the affine algebraice-space over a fieldK andP be the relation ideal ofO. ifO is defined by a sequence ofe positive integers somee-1 of which form an arithmetic sequence then we construct a minimal set of generators forP and write an explicit formula for μ(P).
KeywordsPositive Integer Extreme Point Explicit Formula Prime Ideal Standard Basis
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