Welcome to my web page! I am a last-year PhD student at Ulm University. My research is mainly focused on the regularity theory of kinetic partial differential equations. Together with my supervisor Rico Zacher, I have published some articles on the \(L^p \)-theory of linear kinetic PDEs. Currently, we are trying to extend these results and ultimatively apply the findings to study quasilinear kinetic PDE's.
I explain my research interests more detailed in the Research tab.
Feel free to contact me if you have any questions.
December 2022 — I am visiting Nicola De Nitti in Erlangen from 14.3 till 17.3. I will give a talk on "Parabolic trajectories and the Harnack inequality" on Wednesday. You are invited to join! [Event][Slides]
February 2023 — I gave a talk on kinetic maximal \(L^p \)-regularity at the TULKKA at the KIT in Karlsruhe. [Slides]
December 2022 — New Preprint on the ArXiv. We use parabolic trajectories to prove Moser's Harnack inequality. [ArXiv]
December 2022 — New Preprint on the ArXiv. We investigate Poincaré inequalities for kinetic/hypoelliptic equations. [ArXiv]
November 2022 — I participated in the winter school "Kinetic Theory" at CIRM and presented my work as poster. [Poster]
October 2022 — I am happy to announce the program for the Mathematical Colloquium Ulm for winter 2022. [Poster]