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Dr Stefan Adams 
Families of (strongly) dependent random variables, large deviation theory, Gaussian free fields, scaling limits, Wasserstein gradient flow, percolation models and statistical mechanics, high-diemsional probability theory, concentration inequality, random weak loop measures, renormalisation group theory, stochastic differential equations.
s dot adams at warwick dot ac dot uk
Professor Tim Austin
Ergodic Theory, Functional Analysis, High-Dimensional Probability. Much of my research concerns the relationship between phenomena in high but finite dimensions, such as measure concentration, and ideal `infinitary' settings such as measure-preserving systems, unitary group representations, or limit objects in probability
Tim.Austin@warwick.ac.uk
Professor Keith Ball 
Functional analysis, high-dimensional and discrete geometry, information theory and number theory.
K dot M dot Ball at warwick dot ac dot uk
Professor Dwight Barkley 
Large-scale computation, mathematical modeling, hydrodynamic stability, bifurcation theory, transition to turbulence, reaction-diffusion equations, excitable media, percolation transitions.
d dot barkley at warwick dot ac dot uk
Dr David Bate 
Analysis, geometric measure theory, metric geometry.
David dot Bate at warwick dot ac dot uk
Dr Christian Böhning 
Algebraic geometry, representation and invariant theory, derived category methods in birational geometry, birational automorphism groups, unramified cohomology and applications of K-theory in birational geometry.
C dot Boehning at warwick dot ac dot uk
Dr Ed Brambley 
Aeroacoustics (mathematical modelling and computational theory), continuum mechanics and plasticity (mathematical modelling of industrial metal forming processes), fluid dynamics, applied and industrial mathematical modelling.
E dot J dot Brambley at warwick dot ac dot uk
Professor Gavin Brown 
Algebraic geometry, birational geometry and computational algebra.
G dot Brown at warwick dot ac dot uk
Professor Nigel Burroughs 
Mathematical techniques applied to biological systems. Deterministic (ODEs, PDEs) and stochastic (SDEs, branching processes) models. Bayesian inference methods (MCMC) to infer parameters from experimental data. Model selection. Optimisation, including control theory (Pontryagin maximum principle, Hamilton-Jacobi-Bellman equations). Computational methods for spatial stochastic systems.
N dot J dot Burroughs at warwick dot ac dot uk
Professor Inna Capdeboscq 
Algebra, specifically group theory, both finite and infinite. The classification of finite simple groups.
I dot Capdeboscq at warwick dot ac dot uk
Dr Siri Chongchitnan 
Cosmology and theoretical astrophysics.
Siri dot Chongchitnan at warwick dot ac dot uk
Dr Sam Chow 
Diophantine approximation, diophantine equations, arithmetic combinatorics, arithmetic statistics.
Sam dot Chow at warwick dot ac dot uk
Dr Radu Cimpeanu 
Mathematical modelling and scientific computing. Fluid dynamics, acoustics, and multi-physics settings. Asymptotic and complex analysis, control theory, and hybrid methods built on data-driven approaches. Direct numerical simulation for interfacial flow problems involving drops, bubbles, and liquid films. Sustainable software and open science. Engagement with industrial partners.
Radu dot Cimpeanu at warwick dot ac dot uk
Dr Andreas Dedner 
Numerical analysis and scientific computing, higher order methods for solving non-linear evolution equations, generic software design for grid based numerical schemes, geophysical flows, radiation magnetohydrodynamics.
A dot S dot Dedner at warwick dot ac dot uk
Dr Emanuele Dotto 
Algebraic topology, homotopy theory, algebraic K-theory, equivariant homotopy theory.
Emanuele dot Dotto at warwick dot ac dot uk
Professor Bertram Düring 
Applied and computational partial differential equations: modelling, analysis, numerical analysis, optimal control, applications in socio-economics and finance.
Bertram dot During at warwick dot ac dot uk
Dr Louise Dyson 
Mathematical biology and infectious disease epidemiology including: neglected tropical diseases (NTDs); COVID-19; yaws; noise-induced bistable states; critical slowing down.
L dot Dyson at warwick dot ac dot uk
Modelling in mathematical biology and ecology using PDEs; pattern formation, especially of dryland plants; competition and coexistence theory; ecological tipping points in a changing environment; periodic travelling waves; biofilm formation; evolution of individual variability
Professor Charles Elliott 
Mathematical and numerical analysis of PDEs with applications in biology, material science, continuum mechanics and phase transitions. PDEs in complex and evolving domains including manifolds, finite element methods, free boundary problems, geometric evolution equations and surface growth, inverse problems, cell motility, biomembranes and PDE optimization.
C dot M dot Elliott at warwick dot ac dot uk
Dr Adam Epstein 
Complex analytic dynamics, Riemann surfaces, value-distribution theory.
A dot L dot Epstein at warwick dot ac dot uk
Algebraic geometry & algebraic topology, motivic theory, tensor-triangular geometry, homotopy theory, rigid-analytic geometry, modular representation theory
martin dot gallauer at warwick dot ac dot uk
Professor Vassili Gelfreich 
Analysis and dynamical systems.
V dot Gelfreich at warwick dot ac dot uk
Professor Agelos Georgakopoulos 
Finite and infinite graphs, random walks and graphs, electrical networks, percolation theory, geometry and topology.
A dot Georgakopoulos at warwick dot ac dot uk
Dr Susana Gomes 
Applied mathematics, modelling (PDEs and agent based models), control, and inverse problems. Applications to fluid dynamics and interfacial flows, pedestrian dynamics, and opinion dynamics.
Susana dot Gomes at warwick dot ac dot uk
Dr Tobias Grafke 
Numerical and mathematical tools to analyse stochastic systems. Rare events, large deviation theory, metastability, non-equilibrium statistical mechanics, sampling algorithms. Applications include fluid dynamics and turbulence, atmosphere and ocean dynamics, climate, nonlinear waves, active matter, biological and chemical systems.
T dot Grafke at warwick dot ac dot uk
Professor John Greenlees 
Algebraic topology, homotopy theory and commutative algebra, and especially equivariant cohomology theories and stable homotopy theory. Groups, symmetry, triangulated categories, derived categories, compact Lie groups, algebraic models.
John dot Greenlees at warwick dot ac dot uk
Dr Adam Harper 
Analytic number theory, and connections with probability and combinatorics.
A dot Harper at warwick dot ac dot uk
Dr Randa Herzallah 
Control theory focusing primarily on developing reliable control strategies for many-body, multi-scale, stochastic systems exhibiting characteristics such as nonlinearity, uncertainty and hysteresis. Data analytics and machine learning. Systems modelling, signal processing, decentralized systems modelling and control, quantum systems modelling and control.
Randa dot Herzallah at warwick dot ac dot uk
Dr Thomas Hudson 
Micromechanics, continuum mechanics, solid mechanics, crystalline defects, dislocations, plasticity, elasticity, asymptotic methods, gamma-convergence, homogenisation, coarse-graining, upscaling, discrete-to-continuum limits, stochastic modelling, large deviations principles, uncertainty quantification.
T dot Hudson dot 1 at warwick dot ac dot uk
Professor Christian Ikenmeyer 
Computational complexity theory, tensor rank, representation theory, algebraic combinatorics, algebraic geometry.
Christian dot Ikenmeyer at warwick dot ac dot uk
Professor Matt Keeling 
Epidemiology, ecology, evolution, science for policy, networks, stochasticity, mathematical model, infection, disease, COVID-19.
M dot J dot Keeling at warwick dot ac dot uk
Dr Markus Kirkilionis 
Mathematical biology, dynamic network models, complex systems, numerical analysis, pattern formation, physiologically structured population models, (monotone) dynamical systems.
M dot A dot Kirkilionis at warwick dot ac dot uk
Dr Robert Kropholler 
Geometric group theory, particularly in relation to Dehn functions, groups acting on cube complexes, finiteness properties and homological version of these.
Robert dot Kropholler at warwick dot ac dot uk
Dr Chunyi Li 
Algebraic geometry, triangulated categories.
C dot Li dot 25 at warwick dot ac dot uk
Dr Martin Lotz 
Computational complexity, foundations of numerical analysis and optimization, integral geometry and geometric probability, computational algebraic geometry and topology.
Martin dot Lotz at warwick dot ac dot uk
Professor Vadim Lozin 
Graph theory, Boolean functions, formal languages.
V dot Lozin at warwick dot ac dot uk
Professor Robert MacKay 
Dynamical systems, network theory, plasma physics, economics, financial mathematics, spectral projections, general relativity, cosmology.
R dot S dot MacKay at warwick dot ac dot uk
Professor Diane Maclagan 
Combinatorial and computational algebraic geometry and commutative algebra. Tropical geometry.
D dot Maclagan at warwick dot ac dot uk
Dr András Máthé 
Geometric measure theory, fractal geometry.
A dot Mathe at warwick dot ac dot uk
Professor Ian Melbourne 
Ergodic theory and dynamical systems. Links with probability theory and stochastic analysis.
I dot Melbourne at warwick dot ac dot uk
Professor Tom Montenegro-Johnson
Mathematical modelling, biological physics, soft and active matter, microbots and responsive materials, continuum mechanics, and the mathematics of touch
Tom dot Montenegro-Johnson at warwick dot ac dot uk
Dr Richard Montgomery 
Extremal and probabilistic combinatorics, and connections with other fields.
Richard dot Montgomery at warwick dot ac dot uk
Dr Joel Moreira 
Ergodic theory and topological dynamics, with emphasis on applications to Ramsey theory, additive combinatorics and number theory.
Joel dot Moreira at warwick dot ac dot uk
Professor Oleg Pikhurko 
Extermal and probabilistic combinatorics, graph theory, limits of discrete structures, descriptive combinatorics.
O dot Pikhurko at warwick dot ac dot uk
Dr Ferran Brosa Planella 
Applied and industrial mathematics, mathematical modelling, asymptotic analysis, scientific computing, lithium-ion batteries, heat and mass transfer, continuum mechanics, moving boundary problems, dynamical systems.
Ferran dot Brosa-Planella at warwick dot ac dot uk
Professor Mark Pollicott
Dynamical systems, ergodic theory, Hausdorff dimension theory, thermodynamic formalism, hyperbolic geometry.
M dot Pollicott at warwick dot ac dot uk
Mathematical analysis and development of algorithms for signal/image processing and machine learning, inverse problems, computational aspects of optimal transport
Dr Rohini Ramadas 
Combinatorial algebraic geometry, complex dynamics, tropical geometry, moduli spaces.
Rohini dot Ramadas at warwick dot ac dot uk
Professor David Rand 
Systems biology, especially applied to developmental biology, circadian rhythms and cancer. Mathematical results on global structure of bifurcations and catastrophes between Morse-Smale systems.
D dot A dot Rand at warwick dot ac dot uk
Professor Miles Reid 
Algebra and geometry, algebraic geometry, scheme theory, classification of varieties, graded rings, structure theory of Gorenstein rings, Gorenstein in small codimension, minimal models of 3-folds and higher dimensional algebraic varieties, singularities of 3-folds and higher dimensional algebraic varieties, group actions, group scheme actions, orbifolds and their resolution, McKay correspondence.
Miles dot Reid at warwick dot ac dot uk
Professor Magnus Richardson 
Mathematical and computational neuroscience involving experimental collaboration, data analysis, model building, theory of neuronal networks, and machine learning.
Magnus dot Richardson at warwick dot ac dot uk
Professor Filip Rindler 
Geometric measure theory, nonlinear PDEs, calculus of variations, mathematical material science.
F dot Rindler at warwick dot ac dot uk
Professor James Robinson 
Rigorous fluid dynamics, Navier-Stokes equations, infinite-dimensional dynamical systems, dimension theory, eigenfunction expansions.
J dot C dot Robinson at warwick dot ac dot uk
Professor Kat Rock 
Transmission of vector-borne (insect-transmitted) infections, infections in low- or middle-income countries. Bringing together dynamic transmission modelling and health economic evaluation for real-world policy recommendations. ODEs, stochastics, optimisation, modelling for policy, and African sleeping sickness.
K dot S dot Rock at warwick dot ac dot uk
Professor José Rodrigo 
Analysis, PDEs and theoretical fluid mechanics.
J dot Rodrigo at warwick dot ac dot uk
Professor Dmitriy Rumynin 
Representation theory in the wide sense spreading into the following topics: algebraic geometry, algebraic groups, computer arithmetic, derived categories, hardware algorithms, homogeneous spaces, homotopy theory, Kac-Moody groups, Lie algebras, D-modules.
D dot Rumynin at warwick dot ac dot uk
Dr Saul Schleimer 
Geometric topology, group theory, and computation.
S dot Schleimer at warwick dot ac dot uk
Dr Marco Schlichting
Algebraic K-theory and higher Grothendieck-Witt groups, homology and cohomology of classical groups, A^1-homotopy theory and motivic cohomology, derived categories, algebraic topology and algebraic geometry.
M dot Schlichting at warwick dot ac dot uk
Diophantine geometry (Manin-Mumford, André-Oort, Zilber-Pink, Unlikely intersections), Arithmetic of dynamical systems (Unlikely intersections, canonical heights, rational maps), Counting rational points (o-minimality, Pfaffian systems, value distribution theory)
Professor Felix Schulze 
Differential geometry, PDEs and geometric analysis, with particular interest in geometric flows (mean curvature flow, Ricci flow, Willmore flow), minimal surfaces and Willmore surfaces.
Felix dot Schulze at warwick dot ac dot uk
Professor Richard Sharp 
Ergodic theory, dynamical systems, applications to geometry, combinatorial and geometric group theory, quantum chaos and noncommutative geometry.
R dot J dot Sharp at warwick dot ac dot uk
Professor Samir Siksek 
Arithmetic of curves..
S dot Siksek at warwick dot ac dot uk
Professor John Smillie 
Polygonal billiards, flat surfaces, dynamics on moduli spaces, horocycle flows.
J dot Smillie at warwick dot ac dot uk
Dr Vedran Sohinger 
Nonlinear dispersive PDEs, harmonic analysis, and quantum many-body problems.
V dot Sohinger at warwick dot ac dot uk
Professor James Sprittles 
Fluid dynamics, interfacial flows, computational modelling, micro/nanofluidics.
J dot E dot Sprittles at warwick dot ac dot uk
Dr Björn Stinner 
Free and moving boundary problems, finite elements, phase field & diffuse interface modelling.
Bjorn dot Stinner at warwick dot ac dot uk
Dr Tim Sullivan 
Uncertainty quantification, numerical analysis, applied probability and statistics, and scientific computation. In particular: theoretical foundations of UQ, non-parametric Bayesian statistics, inverse problems in function spaces, optimisation-based methods and their relationship to Bayesian methods, methods for applied statistical problems, including dimension reduction and kernel-based machine learning, probabilistic perspectives on numerical methods, open-source software.
t dot j dot sullivan at warwick dot ac dot uk
Dr Goncalo Tabuada 
Algebraic topology, noncommutative algebraic geometry, K-theory, motives, homological & homotopical algebra.
Goncalo dot Tabuada at warwick dot ac dot uk
Dr Damiano Testa 
Algebraic geometry and interactions with number theory. Formalization of mathematics.
D dot Testa at warwick dot ac dot uk
Dr Florian Theil 
Analysis of particle systems. Modelling of Li-ion batteries.
F dot Theil at warwick dot ac dot uk
Dr Adam Thomas 
Algebraic groups, Serre's notion of complete reducibility, Lie algebras, finite groups of Lie type, permutation groups, representation theory.
Adam dot R dot Thomas at warwick dot ac dot uk
Professor Michael Tildesley 
Mathematical modelling of infectious diseases including avian influenza, foot-and-mouth disease, rabies and bovine tuberculosis. Modelling of control policies in the presence of partial information.
M dot J dot Tildesley at warwick dot ac dot uk
Professor Peter Topping 
Geometric analysis, PDE theory, differential geometry, geometric flows, Ricci flow.
P dot M dot Topping at warwick dot ac dot uk
Dr Gareth Tracey 
Finite group theory, particularly: generation properties of finite groups, properties of almost simple groups, permutation groups and associated combinatorics, and probabilistic group theory.
Gareth dot Tracey at warwick dot ac dot uk
Dr Roger Tribe 
Topics in probability theory. stochastic processes, particle systems, PDEs, random matrices.
R dot P dot Tribe at warwick dot ac dot uk
Professor Daniel Ueltschi 
Classical and quantum statistical mechanic, phase transitions, classical and quantum spin systems.
D dot Ueltschi at warwick dot ac dot uk
Professor Karen Vogtmann 
Moduli spaces of graphs and CAT(0) structures, and connections of these with other areas of mathematics, physics and biology.
K dot Vogtmann at warwick dot ac dot uk
Professor Marie-Therese Wolfram 
Applied PDEs, inverse problems, mathematical modeling.
M dot Wolfram at warwick dot ac dot uk
Dr David Wood 
Dynamical systems, bifurcations with symmetry, applications to biology and industry.
David dot Wood at warwick dot ac dot uk
Professor Oleg Zaboronski 
Non-equilibrium statistical mechanics of interacting particle systems, random matrices and integrable systems.
mascy at warwick dot ac dot uk
Analysis of nonlinear PDEs, rigorous fluid dynamics, nonlocal, multi-component and multi-phase systems, traffic and collective behaviour equations.
Dr Weiyi Zhang
Symplectic topology, complex geometry and their interactions.
Weiyi dot Zhang at warwick dot ac dot uk
Professor Nikolaos Zygouras 
Probability theory and its relations to mathematical physics and statistical mechanics.
N dot Zygouras at warwick dot ac dot uk
