Permanent Staff and their Research Interests
Dr Stefan Adams
Large deviation theory, probability theory, Brownian motions, statistical mechanics, gradient models, multiscale systems
Dr Claude Baesens
Dynamical systems and applications to physics; exponential asymptotics
Professor Dwight Barkley
Applied and computational mathematics - nonlinear phenomena
Dr Hugo van den Berg
Mathematical biology
Dr Volker Betz
Statistical mechanics, quantum mechanics, exponential asymptotics
Professor Brian Bowditch
Hyperbolic geometry, low-dimensional topology, geometric group theory
Professor Nigel Burroughs
Virus dynamics, mathematical immunology, especially control and regulation of the immune system, phylogenetics, signalling and gene dynamics
Dr Inna (Korchagina) Capdeboscq
Group theory, groups of Lie type, finite simple groups
Dr Amin Coja-Oghlan
Discrete mathematics, probability, efficient algorithms
Dr Colm Connaughton
Non-equilibrium statistical mechanics, fluid dynamics and turbulence, nonlinear waves, interacting particle systems
Professor John Cremona
Number theory: elliptic curves, modular forms, computational number theory
Professor Charles Elliott
Numerical and applied analysis of partial differential equations; free boundary problems; computational applied mathematics
Dr Adam Epstein
Complex analytic dynamics; Riemann surfaces; value-distribution theory
Professor David Epstein FRS
Mathematics applicable to biology
Dr Stefan Friedl
Applications of algebra to knot theory, 3-manifolds and symplectic 4-manifolds
Professor Gero Friesecke
Nonlinear partial differential equations, mathematical physics
Dr Vassili Gelfreich
Analysis and dynamical systems
Professor Jeremy Gray
History of mathematics
Dr Stefan Grosskinsky
Applied probability theory, mathematical statistical mechanics. Interacting particle systems, nonequilibrium phase transitions, hydrodynamic limits
Professor Martin Hairer
Stochastic analysis, functional analysis, statistical mechanics
Professor Derek Holt
Group theory, computational algebra
Professor Christopher Jones
Dynamical systems and applications, particularly in earth sciences
Professor John Jones
Geometry; topology; gauge theory; K-theory; cyclic homology; index theorems
Professor Matthew Keeling
Mathematical modelling of population dynamics, especially infectious diseases and evolution. I am interested in how heterogeneities impact on population dynamics, in particular spatial structure, social networks and stochasticity. I study the following diseases: foot-and-mouth disease, bovine TB, influenza, measles, bubonic plague
Professor Robert Kerr
Partial Differential Equations, Computational Fluid Dynamics, Geophysical Fluid Dynamics
Dr Markus Kirkilionis
Mathematical biology, dynamic network models, complex systems, numerical analysis, pattern formation, physiologically structured Population models, (monotone) dynamical systems
Professor Roman Kotecky
Probability; statistical physics; theory of phase transitions
Dr Oleg Kozlovski
Dynamical systems, ergodic theory, mathematical physics, financial mathematics
Dr Daan Krammer
Algebra: braid groups
Dr Xue-Mei Li
Stochastic analysis: stochastic differential equations on geometrical spaces, geometry of stochastic flows, infinite dimensional analysis
Dr Vadim Lozin
Graph theory, combinatorics, discrete mathematics
Professor Robert MacKay FRS
Dynamical systems theory and applications, complexity science
Dr Diane Maclagan
Combinatorial and computational commutative algebra and algebraic geometry
Dr Anthony Manning
Differentiable dynamical systems
Professor Vladimir Markovic
Geometric analysis, Teichmuller theory, quasiconformal harmonic maps, Kleinian groups
Dr Mario Micallef
Partial differential equations; differential geometry
Professor David Mond
Singularity theory, algebraic geometry
Dr John Moody
Canonical indeterminacy, Chern classes
Professor Sergey Nazarenko
Turbulence and waves in classical, quantum and astrophysical fluids
Professor Neil O'Connell
Stochastic analysis; Brownian motion, random walks and related processes, especially in an algebraic context; random matrix theory; combinatorics; representation theory
Professor Mark Pollicott
Thermodynamic Formalism, with applications to geometry, analysis and number theory
Professor David Preiss FRS
Mathematical analysis
Professor David Rand
Mathematical biology, pure and applied dynamical systems
Professor John Rawnsley
Symplectic geometry; geometrical methods of quantisation; differential geometry; Lie groups
Professor Miles Reid FRS
Algebra and geometry, algebraic geometry, classification of varieties, minimal models of 3-folds and higher dimensional algebraic varieties, singularities of 3-folds and higher dimensional algebraic varieties, orbifolds and their resolution, McKay correspondence
Dr James Robinson
Infinite-dimensional dynamical systems; random dynamical systems; rigorous fluid dynamics and turbulence; embedding properties of finite-dimensional sets; foundations of non-autonomous dynamics
Dr Jose Rodrigo
Analysis, partial differential equations and theoretical fluid mechanics
Professor Colin Rourke
3-manifolds, Poincare conjecture, combinatorial group theory, singularities, knots, links, racks
Dr Dmitriy Rumynin
Representation theory
Dr Saul Schleimer
Geometric topology, group theory, and computation
Professor Caroline Series
Hyperbolic geometry, Kleinian groups, dynamical systems
Dr Samir Siksek
Number theory, diophantine equations, elliptic curves, Lucas sequences
Professor Colin Sparrow
Dynamical systems, differential equations, bifurcations, game theory, discrete event systems
Professor Ian Stewart FRS
Nonlinear dynamics, symmetric dynamics, bifurcation theory, singularity theory, biomathematics
Dr Björn Stinner
Modelling of free boundary problems, analysis of nonlinear PDEs, finite element methods
Professor Sebastian van Strien
Dynamical systems
Professor Andrew Stuart
Applied and computational mathematics
Dr. Florian Theil
Partial differential equations, discrete systems
Professor Peter Topping
Geometric analysis, PDE, differential geometry
Dr. Roger Tribe
Probability, in particular interacting particle systems and stochastic partial differential equations
Dr Daniel Ueltschi
Quantum statistical mechanics, spatial random permutations, Bose-Einstein condensation
Dr David Wood
Dynamical systems, bifurcations with symmetry, applications to biology and industry
Dr. Oleg Zaboronski
Turbulence, non-equilibrium statistical mechanics, quantum field theiry, theory of random matrices and integrable systems
