Our research

• Theoretical and experimental mechanics
  We combine mathematical modelling, numerical simulations, and experiments to better understand the mechanical responses of materials and how these can be used in modern applications.
• Data-driven physical modelling
  We are pioneering new approaches for identifying and constructing mathematical models from data.
• Mathematical and engineering biology
  Our researchers are constantly striving to advance the development of multi-scale mathematical and computational models of complex biological systems.
• Applied nonlinear mathematics
  We have a long-standing tradition of developing new mathematical methods for solving difficult nonlinear problems arising across all areas of engineering and the applied sciences.
• Industrial mathematics
  Many of our researchers engage with industry partners and use mathematical and computational methods to solve their problems.