| Location: | Van Vleck 101 #17 | ![]() |
|
| Research | |||
My current interest is the mathematical predictions of mirror symmetry. In particular I'm now working to formula the correspondence between the A-model of toric orbifolds and the Landau-Ginzburg B-model. Many subjects as Gromov-Witten invariant, quantum cohomology, orbifold theory, symplectic topology, Floer homology are involved. |
|||
More generally, I'm interested in mathematical aspects of all the equavilences appeared in the theories of high energy physics. |
|||
| Seminars | |||
Learning seminar of Yong-Geun Oh's students |
|||
| Time: Tuesday 3:30 pm | |||
| Location: B103 | |||
| Van Vleck B139, 3:30 - 4:30, Wednesday | |||
| Geometry and Topology | |||
| Fridays 1:20pm/901 Van Vleck Hall | |||
| Teaching | |||
| Math 114 | 09 Spring | ||
| Math 319 (Discussion 321/32/325/326) | 08 Fall | ||
| Math 221 | 08 Spring | ||
| Math 221 | 07 Fall | ||
Notes:
Lagrangian Intersection Floer Homology of Monotone Case
Non-math aspect of me:
Math Links:
Today's PreprintsSymplectic Topology, Geometry and Gauge Theory Program (Other Programs at Fields Inst.)
New developments in the geometry and physics of Gromov-Witten theory (Other Programs at MSRI)
New York Area Joint Symplectic Geometry Seminar?(Seminars around NewYork)
Program on the Geometry and Topology of Moduli Spaces
Geometric Langlands ProgramLink to low-dimensional topology
UPenn Math&Physics Research Group
Personal Webs:
Others:
Math Dept. of NJU