We deal with a quite different, but equally interesting and important, set of topics in mathematical physics from many other universities.

These topics include:

• Differential geometry
• Dynamo theory
• Hamiltonian mechanics
• Integrable systems, randon matrices, turbulence, quantum field theory
• Localised coherent structures in solid-state physics
• Partial differential equations of physics
• Potts models and vertex algebras
• Stochastic analysis
• Symplectic geometry and quantisation