Symplectic Birational Geometry
Professor Yongbin Ruan
Abstract
From
the early day of Gromov-Witten theory, there was a
speculation that Mori's birational geometry program
should admit a generalization in symplectic geometry.
In this talk, I will outline an approach to such a symplectic birational
geometry. Topics includes the notion of symplectic birational
equivalence, symplectic uniruledness,
divisoral contraction and so on. This is a joint work
with Tian-Jun Li and Jianxun
Hu.
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Date: |
April 24, 2007 (Tuesday) |
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Time: |
4:15 – 5:15pm |
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Place: |
Room 517, Meng Wah Complex, HKU |
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All are
welcome |
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