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 ...

Group members have a variety of interests including combinatorial algebraic geometry, moduli spaces ... on the local cohomology of equivariant cohomology rings. On the noncommutative side, the group ...

algebra theory and its connections to other areas such as dynamical systems, group theory, topology, non-commutative geometry, and mathematical logic. One focus lies in translating dynamical ...

suggesting a deep relationship between algebraic structures and noncommutative geometry. This work has implications for open topological field theories and string field theory, further bridging ...

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 ...

Broadly, my research interests include quantum information & computation; nonlocality & contextuality; and operator algebras & noncommutative geometry. I am keenly interested in helping to elucidate ...