##### Simon Cotter

Numerical analysis, scientific computing, inverse problems, Markov chain, Monte Carlo methods, stochastic differential equations, stochastic modelling of biochemical networks, finite element methods.

##### Jack Dongarra

Numerical analysis, scientific computing, mathematical software, tools and enabling technologies for high-performance computing.

##### Stefan Güttel

Numerical analysis, numerical linear algebra, matrix functions, approximation theory, parallel algorithms.

##### Nick Higham, FRS

Numerical analysis, numerical linear algebra, matrix functions, eigenvalue problems, stability of algorithms.

##### Martin Lotz

Optimisation, numerical analysis, computational complexity, probabilistic analysis of algorithms.

##### Catherine Powell

Uncertainty quantification, numerical solution of PDEs with random data, finite elements, numerical linear algebra, preconditioning.

##### David Silvester

Scientific computation, fluid dynamics, finite element theory, error estimation, numerical linear algebra, fast solvers, multigrid.

##### Ruth Thomas

Numerical solution of stiff, oscillatory ODEs. Adaptive mesh methods for parabolic PDEs. Numerical strategies for delay differential algebraic equations. Numerical solution of differential/algebraic boundary value problems.

##### Françoise Tisseur

Numerical analysis, numerical linear algebra, eigenvalue problems, stability of algorithms, structured matrix problems.

##### Timothy Butters

Numerical linear algebra, machine learning, algorithmics, data assimilation, high performance computing.

##### Christopher Baker

Analysis, numerical analysis, modelling (particularly in bio-mathematics), Volterra integral and integro-differential equations, deterministic and Stochastic retarded and neutral differential equations.

##### Ron Thatcher

Numerical analysis, finite element analysis, applications in modelling fluid flow and modelling flames, least squares solutions of first order partial differential equations.

##### Craig Lucas

Numerical linear algebra, numerical algorithms, mathematical software, high performance computing.

##### Marta Betcke

Inverse problems in X-ray imaging, approximate reconstruction methods, numerical linear algebra, numerical analysis, nonlinear eigenvalue problems, structure preserving algorithms, applications of large scale eigenvalue computation in physics and engineering sciences.