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Mathematical Physics
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We deal with a quite different, but equally interesting and important,
set of topics in mathematical physics from many other universities.
These topics include:
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Differential geometry
(Micallef,
Rawnsley).
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Dynamo theory
(Kozlovski).
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Hamiltonian mechanics
(MacKay).
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Integrable systems, random matrices, turbulence, quantum field theory
(Zaboronski)
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Localised coherent structures in solid-state physics
(Baesens,
Mackay).
- Examples include multi-vibrons in molecular crystals, bipolarons in
charge-density wave materials, impurities in crystal lattices;
and Nonlinear conductivity in charge-density wave materials.
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Mathematical theory of quantum mechanics
(Friesecke).
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Partial differential equations of physics
(J.Robinson).
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Potts models and vertex algebras
(Westbury).
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Stochastic analysis
(Elworthy,
Tribe).
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Symplectic geometry and quantisation
(Rawnsley).
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Research Areas
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