Mathematics – Algebraic Geometry
Scientific paper
2005-04-24
Mathematics
Algebraic Geometry
42 pages. Substantially revised version
Scientific paper
Rank 2 indecomposable arithmetically Cohen-Macaulay bundles E on a nonsingular cubic surface X in P^3 are classified, by means of the possible forms taken by the minimal graded free resolution of E over P^3. The admissible values of the Chern classes of E are listed and the vanishing locus of a general section of E is studied. Properties of E such as (semi) stability and simplicity are investigated; the number of relevant families is computed together with their dimension.
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