Complete intersections primitive structures on space curves

Published 12 Sep 2014 in math.AG | (1409.3801v1)

Abstract: A multiple (loc. Cohen Macaulay) structure, X, on a space curve C in P3 is said to be primitive if X is locally contained in a smooth surface. We give numerical conditions for C to be a "primitive" set theoretic complete intersection (i.e. to have a primitive multiple structure which is a complete intersection).

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Authors (1)

Philippe Ellia

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