short CV

2025 – Juniorprofessor, Paderborn University
2024 – 2025 Postdoc, Münster University,
Own position within SPP2265: Random Geometric Systems

2021 – 2024 Postdoc, Münster & Bielefeld University
Member of SPP2265: Random Geometric Systems
Working Group: Martin Huesmann, Matthias Erbar

2020 – 2021 Postdoc, Münster University
Working Group: Matthias Löwe

2016 – 2020 PhD, Mathematics at Bielefeld University,
Thesis: “Rate of Convergence for non-Hermitian random matrices and their products”
Advisor: Friedrich Götze, Member of the IRTG 2235 (with SNU&KAIST, Korea)

2013 – 2016 Master in Mathematics, Bielefeld University
Thesis: “Entropic convergence to  α-stable distributions”

2010 – 2013 Bachelor in Mathematics and Chemistry, Bielefeld University

2024 - 2027 DFG-grant "eigene Stelle" within SPP2265 

• UPCOMING: Workshop "Back to the Roots (of Polynomials)" (planned September 22-25, 2026)

• UPCOMING: "Workshop on Stochastic Geometry and Point Processes" (May 12, 2026, Paderborn)

• "pepper-school" on point processes and their dynamics (Nov 2024, Münster)

• Workshop “Stochastic Geometry and Point Processes” (Nov 2023, Münster)

• Workshop “Analysis and Geometry of Point Processes” (March 2022, Bielefeld)

• Part of the initiative “Mathematicians for Ukraine”

• "Pizzability Unterseminar" for PhD's and Postdocs (2021-2024, Münster)

Lectures:

• 2025/2026 Point Processes

• 2025 Random matrices

Seminars:

• Master seminar: Point Processes – From independent to repulsive Particles (2025)

• Master seminar: Statistical mechanics (2024)

• Master seminar on Machine Learning and Lévy Processes (2022)

• Bachelor seminar on special topics of stochastics for teachers (2021)

Teaching assistant

• 2012 Analysis I, Stochastics I

• 2013 Probability theory I

• 2014 Preparation course mathematics, Probability theory and statistics, Probability theory I

• 2015 Probability theory II, Analysis II

• 2016 Probability theory for natural sciences

• 2017 Stochastics II

• 2018 Complex analysis

• 2019 Numerics of ODE's

• 2021 concrete mathematics for teachers 

• 2022 point processes 

Thesis supervision:

• Wann man Lügenden beim Zahlenraten trotzdem die Wahrheit entlocken kann (Bachelor thesis of T. H.)