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London topology and geometry seminar: Counting curves, not points

Hosted by:
Imperial College London
Speaker:
Richard Thomas, Imperial College London
Starts:
April 20, 2007 at 02:30 pm
Ends:
April 20, 2007 at 03:30 pm
Location:
Imperial College London, Huxley Building, Room 503, 180 Queen's Gate, London, SW7 2AZ United Kingdom
Maps:

Description

There are many ways to count holomorphic curves in complex manifolds. The famous MNOP conjecture relates 2 of them — Gromov-Witten theory, which counts maps to the manifold (or parametrised curves), and sheaf theory, which counts embedded one-dimensional subschemes (or unparametrised curves). I will review this, and describe one slightly unpleasant aspect in the sheaf theory which means we have to count zero dimensional subschemes (points!) too. Finally I will describe a third way to count curves which resolves this unpleasantness. This is joint work with Rahul Pandharipande.

Registration required:
No
Free:
Yes

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Website:
London topology and geometry seminar: Counting curves, not points

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