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2011

Chern numbers of smooth varieties via homotopy continuation and intersection theory

9 years 5 months ago
Chern numbers of smooth varieties via homotopy continuation and intersection theory
Homotopy continuation provides a numerical tool for computing the equivalence of a smooth variety in an intersection product. Intersection theory provides a theoretical tool for relating the equivalence of a smooth variety in an intersection product to the degrees of the Chern classes of the variety. A combination of these tools leads to a numerical method for computing the degrees of Chern classes of smooth projective varieties in Pn. We illustrate the approach through several worked examples.
Sandra Di Rocco, David Eklund, Chris Peterson, And
Added 14 May 2011
Updated 14 May 2011
Type Journal
Year 2011
Where JSC
Authors Sandra Di Rocco, David Eklund, Chris Peterson, Andrew J. Sommese
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