My main interests are in analysis and geometry.
My research focuses on the critical points of functionals involving the maximum (in terms of the L-infinity norm) of the curvature of geometric objects, such as curves in Riemannian manifolds with prescribed length and boundary data.
My PhD supervisor is Professor Roger Moser.
I graduated from Durham University in June 2020 with a first class Master's degree in Mathematics.
I specialised in geometry and analysis modules; my Master's thesis was on Curve Shortening Flow and can be found here. If you spot any typos, please don't tell me!
I am currently a PhD student in the maths department at the University of Bath, having started in October 2020.
More information on my teaching can be found in the tutorials section of my website.
Here is a link to my CV.