Research

Members of our group have been very active in the area of quantum integrable systems, exact results in supersymmetric gauge theories, applications of AdS/CFT, hypergeometric functions associated to root systems etc.

Research topics:

Supersymmetric gauge theory (exact results in 4d N=1 and 3d N=2 theories)
Integrable models (Exactly solvable two-dimensional lattice models, Star-triangle relation)
Resurgence theory, applications to Quantum mechanics
Special functions, (basic and elliptic hypergeometric functions associated to root systems, pentagon identities)
Topological field theories, in particular invariants of 3-manifolds
Knot theory (knot invariants, connections to models of statistical mechanics)
Classical integrability

Projects for students: Projects

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