Wang, Dongning


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

Mirror symmetry seminar

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

My old stuff

 

 

Non-math aspect of me:

My MSN Space

Math Links:

Today's Preprints

Quantun Field Theory Program

Symplectic 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 Program

Link to low-dimensional topology

UPenn Math&Physics Research Group

Books Maybe Useful

A PPT Temple for CTex

Personal Webs:

Kenji FUKAYA Dietmar A. Salamon Yu Li
Hausel's Advice Matthias Schwarz Mei Jiaqiang
Richard Thomas Alan Weinstein Cheng Wei
Alexander GIVENTAL Francois Lalonde You Jiangong
Dusa McDuff Helmut Hofer  
Hsian-Hua Tseng Peter Steven Ozsv¨¢th  

 

 

 

 

Others:

Math Dept. of UW-Madison

Math Dept. of NJU