Students

As the 2025 mentor for the Heidelberg node of the BMST program, I supervise students from universities of the 4EU+ alliance in working on a project of similar scope to a Bachelor thesis.

Below is a list of students that I have supervised or am supervising.

Master's theses

Mejrema Aganovic (U. du Luxembourg), The Herbrand-Ribet theorem

Federico Accossato (U. du Luxembourg), p-adic variation in Galois theory, co-supervised with Prof. Lea Terracini (Università di Torino)

Akinori Yamaguchi (U. du Luxembourg), Serre-Tate theory with an application to a conjecture of Greenberg, co-supervised with Prof. Gabor Wiese

Bachelor's theses

Anne-Julie Bertinchamps (U. du Luxembourg), The search for congruent numbers

Eva Ragazzini (U. du Luxembourg, later an ALGANT student), Hasse-Minkowski and the local-to-global principle

Arjanita Dingu (U. du Luxembourg), Newton Polygons and Galois groups

Selma Jusufovic (U. du Luxembourg), The Wedderburn-Artin Theorem

Dany Da Silva Brandao (U. du Luxembourg), Languages and Automata

Gil Moes (U. du Luxembourg), co-supervised with Prof. Gabor Wiese, Solvable Equations of degree 5

Manal Kaaouane (U. du Luxembourg), Nombres premiers en progressions arithmétiques

Maximilian Neumann (Heidelberg U.), co-supervised with Prof. Gebhard Böckle, Höhenfunktionen in diophantischer Geometrie: S-Einheitengleichungen und Anwendungen

Bachelor's and Master's projects

Emily Schütte (M1, U. du Luxembourg), Poincaré's disc at the interface between complex and hyperbolic geometry

Jilly Kevo (L2, U. du Luxembourg), A simple proof of the prime number theorem

Anne-Julie Bertinchamps (L1, U. du Luxembourg), Fermat’s last theorem for small exponents

Akinori Yamaguchi (M2, U. du Luxembourg), Galois Representations attached to Abelian Varieties

Eva Ragazzini (L2, U. du Luxembourg), On Numbers and Games

Arjanita Dingu (L1, U. du Luxembourg), Approximation diophantienne