Henry graduated with an MMath from the University of Bath in 2021. Mathematically interests tend to lie in algebra and probability, with units on (Algebric) Topology, Random Graphs, Projective Spaces and Martingales being personal favourites. His final year project was on the underlying complex analysis behind Escher lithograph “Print Gallery”. When he gets a break from Maths, he is an avid skier being a qualified instructor and having lived for 12 years in Switzerland, keen endurance walker having walked across Switzerland (200 miles 10 days) and round Jersey (50 miles 1 day) and general racket sports player (badminton, tennis, table tennis, etc…)

Research project title:
Data driven numerical integrators

Supervisor(s):
Pranav Singh, Lisa Kreusser, Eike Müller

Project description:
Numerical integration, specifically multistep methods are currently solved using truncated Taylor series that have nice analytical properties for small timesteps. Sadly, practical users want large timesteps (greater than 1) where Taylor analysis breaks down (even for high order methods). Therefore in this PhD we seek to find practical, powerful, usable methods that go beyond asymptotics and are optimal for larger time steps. 

Fun fact(s):
I am a ski instructor