Research interests:
The mathematical areas that interest me the most are analytic and algebraic number theory and (additive) combinatorics. Currently I am looking at rational points on affine varieties and the circle method.
Previous work:
Preprints:
A graph-theoretic proof of Cobham's Dichotomy for automatic sequences, arXiv
On Freiman's Theorem in a function field setting, arXiv
Master thesis:
I wrote my master thesis under the supervision of Gunther Cornelissen at Utrecht University. The goal was to find elements in the Nottingham group that were of finite order and also sparse. At the moment we are working on publishing some of the results.
Link:
Notting but structure: A search for sparse elements of finite compositional order in the Nottingham group
Bachelor thesis:
I wrote my bachelor thesis under the supervision of Damaris Schindler at Utrecht Univeristy. It was about the polynomial Szemerédi Theorem through a more algebraic number theory perspective.
Link:
An algebraic interpetation of the polynomial Szemerédi Theorem: Finding a lower bound in the polynomial Szemerédi Theorem using algebraic number theory