Mathematical Physics
What we do
Research interests in our group are varied and span a wide range of topics in modern mathematics and physics. Our main areas of research are:
- asymmetric exclusion process (ASEP) and zero-range processes
- classical and quantum integrable systems
- conformal field theory
- equilibrium and non-equilibrium statistical mechanics including spin models
- instantons and monopoles
- low-dimensional quantum gravity
- noncommutative field theory
- solitons
- solvable lattice models
- string theory and M-theory
- supersymmetric gauge theories
- topological quantum field theories
Our work makes use of and develops various topics from pure mathematics such as:
- differential, complex, algebraic geometry
- higher algebraic and geometric structures
- K-theory
- noncommutative geometry
- quantum groups
- topology
We are part of the EMPG, the Maxwell Institute for Mathematical Sciences and the CDT Algebra Geometry and Quantum Fields.
Our Activities
Please visit our group web site for more information of our activities.