​Lukas Schneider

I am a first year PhD student supervised by Martin Möller. My research interests are centered around the moduli spaces of curves and strata of differentials. My current project is to understand the boundary complex of strata of differentials in order to compute their cohomology. One of the main challenges is to classify the connected components of strata.

Academic work

Master thesis (supervised by Manuel Krannich): Topological K-Theory and the Image of the J-Homomorphism

Bachelor thesis (supervised by Frank Herrlich): Riemannsche Flächen als algebraische Kurven - ein besonderes Beispiel in Geschlecht 4

Talks

Apr. 2025: "Topological K-Theory and the Image of the J-Homomorphism", Topology seminar, Karlsruhe

Aug. 2024: "Profinite rigidity - two examples", Workshop on Profinite Rigidity, Karlsruhe

Conferences and workshops

Dec. 2025 (upcoming): Weihnachtsworkshop on Geometry and Number Theory, Karlsruhe

Oct. 2025: Moduli spaces and their invariants, Pisa

Dec. 2024: Weihnachtsworkshop on Geometry and Number Theory, Saarbrücken

Aug. 2024: Workshop on Profinite Rigidity, Karlsruhe

Aug. 2024: Young Topologists Meeting, Münster

Apr. 2024: Young Geometric Group Theorists XII, Bristol

Lehre

Wintersemester 25/26: Riemannsche Flächen