We give necessary conditions on the degree and the genus of a smooth, integral curve C subset of P-3 to be self-linked (i.e. locus of simple contact of two surfaces). We also give similar results for set theoretically complete intersection curves with a structure of multiplicity three (i.e. locus of 2-contact of two surfaces).

Self-linked curves and normal bundle

ELLIA, Filippo Alfredo
2015

Abstract

We give necessary conditions on the degree and the genus of a smooth, integral curve C subset of P-3 to be self-linked (i.e. locus of simple contact of two surfaces). We also give similar results for set theoretically complete intersection curves with a structure of multiplicity three (i.e. locus of 2-contact of two surfaces).
2015
Ellia, Filippo Alfredo
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11392/2334245
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