Constructing Hyperbolic Manifolds

By the same authors

The sympathetic sceptics guide to semigroup representations
Everitt, B. J., 1 Oct 2019, 37 p. (arXiv).
Research output: Working paper
Sheaf homology of hyperplane arrangements, Boolean covers and exterior powers
Everitt, B. J. & Turner, P., 13 Aug 2019, 23 p. (arXiv).
Research output: Working paper
Deletion-restriction for sheaf homology of geometric lattices
Everitt, B. J. & Turner, P., 2019, 17 p. (arXiv).
Research output: Working paper
Galois Theory: a first course
Everitt, B. J., 2018, 94 p.
Research output: Working paper
Khovanov homotopy types and the Dold-Thom functor
Everitt, B., Lipshitz, R., Sarkar, S. & Turner, P., 14 Sep 2016
Article in Homology, Homotopy and Applications

Research output: Contribution to conference › Paper

Author(s)

Brent Everitt
C Maclachlan

Department/unit(s)

Mathematics

Publication details

Date	Published - 1 Aug 2000
Original language	English

Abstract

In this paper we show how to obtain representations of Coxeter groups acting on n-dimensional hyperbolic space to certain classical groups. We determine when the kernel of such a representation is torsion-free and thus the quotient a hyperbolic n-manifold.

Research areas

Algebra, Pure Mathematics

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By the same authors

The sympathetic sceptics guide to semigroup representations

Sheaf homology of hyperplane arrangements, Boolean covers and exterior powers

Deletion-restriction for sheaf homology of geometric lattices

Galois Theory: a first course

Khovanov homotopy types and the Dold-Thom functor