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Numerical analysis, scientific computing, inverse problems, Markov chain, Monte Carlo methods, stochastic differential equations, stochastic modelling of biochemical networks, finite element methods.
Numerical analysis, scientific computing, mathematical software, tools and enabling technologies for high-performance computing.
Numerical analysis, numerical linear algebra, matrix functions, approximation theory, parallel algorithms.
Professor of Applied Mathematics
Numerical analysis, numerical linear algebra, matrix functions, eigenvalue problems, stability of algorithms.
Optimisation, numerical analysis, computational complexity, probabilistic analysis of algorithms.
Delay, neutral and delay integro-differential equations.
Uncertainty quantification, numerical solution of PDEs with random data, finite elements, numerical linear algebra, preconditioning.
Scientific computation, fluid dynamics, finite element theory, error estimation, numerical linear algebra, fast solvers, multigrid.
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.
Numerical analysis, numerical linear algebra, eigenvalue problems, stability of algorithms, structured matrix problems.
The School of Mathematics is part of the Faculty of Science and Engineering