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I am a Lecturer for the Maths Learning Centre (MLC) at De Montfort University. My interests include coarse and metric geometry, topology, and category theory, as well as new pedagogical ideas for conquering maths anxiety.
I completed my PhD at The University of Sheffield in 2026, with Paul Mitchener, my thesis entitled On Some Coarse Homotopy Invariants.
At Sheffield, I was an active member of the Algebraic Topology group at Sheffield, co-organising the internal Algebraic Topology Seminar Series for the Academic Year 2022/23 and the British Topology Meeting.
A list of my written works can be found here.
Conferences
Conferences
British Topology Meeting 36 at The University of Sheffield 5-8 September 2023 - Organiser
Young Topologists Meeting at École Polytechnique Fédérale de Lausanne 24-28 July 2023 - Speaker - An Invitation to Coarse Geometry
A Festival Remembering Victor Snaith at The University of Bristol. Attended 10-14 July 2023
Effectively Teaching Mathematics as a Postgraduate at The University of Sheffield 25 May 2023 - Organiser
Tenth Symposium on Compositional Structures (SYCO 10) at The University of Edinburgh. Attended 19-20 December 2022
Young Topologists Meeting at The University of Copenhagen. Attended 18-22 July 2022
Research School on Bicategories, Categorification, and Quantum Theory at The University of Leeds. Attended 11-15 July 2022
British Topology Meeting 35 at Durham University. Attended 12-14 April 2022
Seminars
Seminars
The University of Sheffield Infinity-Category Reading Group Academic Year 2022/23 - Speaker - Infinity Functors between Infinity Categories
The University of Sheffield Algebraic Topology Seminar Academic Years 2022/23 and 2023/24 - Organiser
The University of Sheffield Pure Mathematics PGR Seminar Academic Year 2022/23 - Organiser
The University of Sheffield PGR Seminar Sem 1 2022/23 - Speaker - Coarse Geometry - Topology's awkward baby brother
Mathematical Research Seminar at Sheffield Hallam University Sem 2 2021/22 - Speaker- Homotopy Theory - The study of things which are `basically' the same
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