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.

• MATH141: Engineering Mathematics I
• MAGIC073: Commutative algebra

• Professor in Pure Mathematics.
• Head of the Pure Maths Section.
• Research Theme lead of the department Algebra & Geometry research group.
• Group Lead.
• Former Athena Swan Co-Lead.

Member of the London Mathematical Society and of the Mathematisches Forschungsinstitut Oberwolfach.