Arithmetic geometry, at its core, investigates the rich interplay between number theory and geometry. In the context of unitary groups—algebraic groups defined as the symmetries of Hermitian forms—the ...

In analogy with the study of representations of GL2n(F) distinguished by Sp2n(F), where F is a local field, we study representations of U2n(F) distinguished by Sp2n(F) in this paper. (Only quasisplit ...

Greg Trayling, senior lecturer in the School of Physics and Astronomy, presented a talk on “Bivector Representations of Unitary Group Generators” at the 13th International Conference on Clifford ...