University of Oxford
Andrew Wiles Building
Radcliffe Observatory Quarter
I am interested in questions at the interface of model theory and arithmetic geometry. My research focuses on applying methods from o-minimality to problems related to the Zilber-Pink conjecture.
My supervisor is Jonathan Pila.
- Part A Metric Spaces & Complex Analysis (MT18 & MT19)
- Part A Integration (HT19 & HT20)
- Part A Probability (MT19)
Class tutor for:
- Part B Logic (MT18)
- Part B Set Theory (HT19)
Consultation class tutor for:
- Part B Logic (TT19)
- Part B Set Theory (TT19)
- Part B Logic (MT17)
- Part C Gödel's Incompleteness Theorems (HT18)
Prizes, awards, and scholarships:
Mathematical Institute Teaching Award
Gibbs Prizes for Mathematics and Philosophy
Major / recent publications:
Triples of singular moduli with rational product, to appear in International Journal of Number Theory.
ArXiv preprint available here.
The PARI scripts for this article are available from https://github.com/guyfowler/rationaltriples
Multiplicative independence of modular functions, arXiv preprint available here.