On Projective Dimension of Spline Module
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Satya Deo
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Article
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1996
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Elsevier Science
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English
โ 468 KB
Let a region 0 of the euclidean space R d (d 1) be decomposed as a polyhedral complex g, and let S r (g) denote the set of all multivariate c r -splines on g. Then, with pointwise operations, the set S r (g) turns out to be a finitely generated torsion free module over the ring R=R[x 1 , ..., x d ]