Noncommutative algebra is a branch of mathematics that ... This area has significant implications in various fields, including geometry and theoretical physics, particularly in the study of ...

Algebraic structures, particularly noncommutative rings, are a significant area of study in modern mathematics. Noncommutative rings are those in which the multiplication operation does not ...

Quantum Riemannian geometry is a generalisation of geometry that allows coordinates to be noncommutative. The project will focus on a particular approach to this [1] in which differential forms are ...

Group members have a variety of interests including combinatorial algebraic geometry, moduli spaces, derived categories ... Topology group via the work of Greenlees on the local cohomology of ...