I would be happy to supervise PhD students for a research project in modular representation theory of finite, infinite discrete and profinite groups and related topics (such as group cohomology), on Mackey functors and Burnside rings, or on (pro-)fusion systems and related topics.

• Burnside rings and Mackey functors, and their applications in group theory.
• Finite and profinite groups, subgroup complexes.
• Modular representations of finite groups : endotrivial and endo-permutation modules, Dade group.
• Group cohomology.
• Fusion systems on finite p-groups and pro-fusion systems on pro-p groups.

More generally, I am interested in groups, mainly finite and profinite, their modular representations, and related topics.

• MATH142: Engineering Mathematics II
• MATH322: Commutative algebra

• Professor in Pure Mathematics.
• Research Theme lead of the department Algebra & Geometry research group.
• Departmental Athena SWAN co-Chair.
• FST SustAC departmental representative.
• Group Lead.

Member of the London Mathematical Society, of the European Women in Mathematics and of the Mathematisches Forschungsinstitut Oberwolfach.

Member of the London Mathematical Society Good Practice Steering Group.

Chair of Lancaster University Bee Keepers: http://wp.lancs.ac.uk/lubk/