A Note on Conjectures of the Ideal of s-generic Points in P^4
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概要
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Let A = k[X_0,..., X_n]/I be the homogeneous coordinate ring of s points in generic position in P^n. In this note, we formulate natural conjectures for the number of generators of I, and for the Cohen-Macaulay type of A in terms of the minimal free resolution of I in case n = 4. We then consider the relationship between these conjectures from a stand point of the minimal resolution conjecture made by E. Ballico and A. V. Geramita.
- 徳島大学の論文
- 1992-02-24
著者
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Okuyama Hiroshi
Department Of Mathematics And Computor Sciences Faculty Of Integral Arts And Sciences The University
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Okuyama Hiroshi
Department Of Applied Chemistry Science University Of Tokyo
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