Editors

Professor D. F. Holt
Mathematics Institute
University of Warwick

Professor E L Mansfield
SMSAS, Mathematics
University of Kent

Professor R. M. Thomas
Department of Computer Science
University of Leicester


Editorial Advisor

Professor J-M Couveignes
Université Toulouse 2, France
Number theory · Algorithmic aspects of finite fields, number fields and function fields · Applications of the above to cryptology and coding theory

Dr D Crisan
Imperial College London, UK
Stochastic analysis · Stochastic filtering · Stochastic PDEs · Strong/weak approximations of functions of SDEs

Dr N P Dummigan
University of Sheffield, UK
Number theory · Arithmetic geometry and L-functions · Elliptic curves and modular forms

Dr M Fernández
King’s College London, UK
Computer science · Models of computation · Programming language semantics, type systems and access control

Professor M Grohe
RWTH Aachen University, Germany
Theoretical Computer Science · Logic · Algorithms · Complexity · Graph theory

Professor I Kapovich
University of Illinois at Urbana-Champaign, USA
Geometric group theory · Geometric topology

Professor M Leok
University of Camifornia, San Diego, United States
Mathematical and computational modelling · Numerical methods for differential equations (ODEs/PDEs) · Methods for Lagrangian, Hamiltonian, nonholonomic, and general dynamical systems · Geometric mechanics and geometric control theory

Professor J Levesley
University of Leicester, UK
Approximation theory · Multivariate approximation and interpolation · Splines · Radial basis functions · Approximation on manifolds · Lattice Boltzmann methods

Dr C M Roney-Dougal
University of St Andrews, UK
Computational group theory · Finite permutation and matrix groups · Finite simple groups · Representation theory of finite groups Constraint satisfaction problems

Professor S Siksek
University of Warwick, UK
Number theory · Rational points on varieties · Diophantine equations

Professor A G Thomason
DPMMS, UK
Combinatorics · Graph theory and hypergraphs · Combinatorial set theory