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Research - Past Conferences and Workshops - 2004 AY - Complex Geometry and String Theory

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Update: 2024/12/03

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Research

The 4th International Conference by Graduate School of Mathematics, Nagoya University

Complex Geometry and String Theory

Period:
Thursday, December 9–Saturday, December 11, 2004
Venue:
Noyori Conference Hall, Nagoya University
Sponsor:
Graduate School of Mathematics, Nagoya University
Speakers:
Ryuji Goto (Osaka University), Andrei Marshakov (Lebedev Physical Institute/ITEP), Nikita Nekrasov (Institut des Hautes Études Scientifiques), Yuichi Nohara (Nagoya University), Andrei Okounkov (Princeton University), Yuji Sano (Tokyo Tech), Tatsuya Tate (Nagoya University), Pol Vanhaecke (Université de Poitiers), Steven Zelditch (Johns Hopkins University), Jie Zhou (Tsinghua University)
Organizers:
Akihito Futaki (Tokyo Tech), Hiroaki Kanno (Nagoya University), Ryoichi Kobayashi (Nagoya University)
Directions:
Directions to Nagoya University

Program (tentative, Nov. 16, 2004)

Thursday, December 9
10:45–11:00 Opening Address
11:00–12:30
Nikita Nekrasov (Institut des Hautes Études Scientifiques)
Mathematical $M$-theory
14:00–15:30
Ryuji Goto (Osaka University)
Unobstructed deformations of topological calibrations
16:00–17:30
Jie Zhou (Tsinghua University)
Gromov–Witten invariants as equivariant indices
Friday, December 10
09:00–10:30
Yuji Sano (Tokyo Tech)
On an algorithm for finding balanced metrics
11:00–12:30
Andrei Okounkov (Princeton University)
Quantum cohomology of the Hilbert scheme of points in the plane
14:00–15:30
Yuichi Nohara (Nagoya University)
Lagrangian fibrations and theta functions
16:00–17:30
Andrei Marshakov (Lebedev Physical Institute/ITEP)
Geometry of complex curves in string theory
Saturday, December 11
09:00–10:30
Pol Vanhaecke (Université de Poitiers)
Detecting and proving algebraic integrability and applications
11:00–12:30
Tatsuya Tate (Nagoya University)
Lattice path combinatorics and asymptotics of multiplicities of weights in tensor powers
14:00–15:30
Steven Zelditch (Johns Hopkins University)
Complex geometry and the vacua of string/$M$ theory
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