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Dr Richard Hill
Appointment
  • Reader in Mathematics
  • Dept of Mathematics
  • Faculty of Maths & Physical Sciences
Research Groups
Research Summary

My main current interest is in the cohomology of arithmetic groups, in particular in Emerton’s p-adic Banach space representations. I’ve also worked on the following topics in reverse chronological order:

- relations between fractional weight forms and the congruence subgroup problem.

- explicit constructions of the metaplectic covering groups of GLn over a number field.

- Hausdorff dimensions of certain subsets in the phase space of a dynamical system.

- calculation of Nielsen and Reidemeister fixed point numbers.

- some aspects of class field theory.

Academic Background
1992 Dr.rer.nat. Doctor rerum naturalium – Mathematics Georg-August-Universität Göttingen
1989 BSc Hons Bachelor of Science (Honours) – Mathematics University of Warwick
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