Staff profile

I am a PhD student in Pure Mathematics, supervised by Dirk Schütz and Andrew Lobb.

I am reading about Khovanov homology, a categorification of the Jones polynomial used to study knots. I am also interested in broader aspects of knot theory and topology, as well as applications and computational aspects of topology.

Previously, I completed a BSc in Mathematics at Imperial College London, writing a thesis on spin geometry, and a MASt in Pure Mathematics at Cambridge University.

Personal website, with more information on my work and wider experiences, to follow in summer 2023

Supervisors

Dirk Schuetz (1st) & Andrew Lobb (2nd)

• Khovanov homologies
• Low-dimensional topology
• Algorithms in topology
• Quantum invariants of knots

Journal Article

• Daura Serrano, J., Kohn, M., & Lawn, M.-A. (2022). G-invariant spin structures on spheres. Annals of Global Analysis and Geometry, 62(2), 437-455. https://doi.org/10.1007/s10455-022-09855-z