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Projective closures of affine monomial curves
Published 29 Jan 2021 in math.AC | (2101.12440v3)
Abstract: We study the projective closures of three important families of affine monomial curves in dimension $4$, namely the Backelin curve, the Bresinsky curve and the Arslan curve, in order to explore possible connections between syzygies and the arithmetic Cohen-Macaulay property.
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