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Constructing Knot Complements with Specified Geometric Limits

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thesis
posted on 2021-08-01, 22:44 authored by JOHN ETIENNE STEWART
This thesis develops a way to construct finite volume hyperbolic manifolds in the form of knot complements, which converge (geometrically) to specified infinite volume hyperbolic 3-manifolds.

History

Campus location

Australia

Principal supervisor

Jessica Purcell

Additional supervisor 1

Daniel Mathews

Year of Award

2021

Department, School or Centre

Mathematics

Course

Master of Philosophy

Degree Type

MASTERS

Faculty

Faculty of Science

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    Categories

    Keywords

    Hyperbolic GeometryLow Dimensional TopologyGeometric LimitsGeometryTopology

    Licence

    In Copyright

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