Our research spans a wide range activities across pure mathematics, applied mathematics and mathematical physics, with particular emphasis on the links between these disciplines.
We maintain a strong interest in pure research problems in its constituent fields (for example: homological algebra, hyperkaehler geometry, inverse scattering theory), but actively seeks to develop in the interfaces between fields (for example: algebraic geometry of Calogero-Moser spaces, applications of differential geometry to soliton dynamics, applications of representation theory to statistical mechanics).
This makes the group a particularly vibrant and exciting place to study for a research degree.
To find out more about our research interests and the members of our group visit our algebra, geometry and integrable systems research group website.
All upcoming seminars can be found in our events section.
We have opportunities for prospective PhD students. Potential projects can be found in our postgraduate research opportunities directory.