On the rao module of a curve lying on a smooth cubic surface in p3, II |
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| Authors: | Salvatore Giuffrida Renato Maggioni |
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| Affiliation: | Dipartimento di Matematica , Universit` di Catania , Viale A. Doria,6, CATANIA, 95125, Italy |
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| Abstract: | We find that every reduced and irreducible curve C on a smooth cubic surface is k-Buchsbaum, with k equal to the diameter of the Rao module M(C). Moreover we determine the diameters of the submodules generated by all the elements with the same degree in a minimal set of generators of M(C). |
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| Keywords: | 14C20 14H99 |
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