Research Topics
Research interests pursued in our group include
- Mirror symmetry and D-branes
- Global constraints on string compactifications
- Topological field and string theory
- Hodge theory, including arithmetic properties of periods in mirror symmetry
- Real enumerative geometry
- Theories of knot homology
- Geometry of BPS states
- Real and complex supergeometry
- (Super-)geometric properties of field space in supersymmetric field theory and supergravity
- Homological algebra of AdS/CFT
- Representation theory of superconformal algebras
Note
This page is under construction. In the meantime, you may take a look at the (more general) description of research in mathematical physics on the faculty homepage.
Last update on Sep 4, 2023 at 12:22 UTC
