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Research group  Applied Geometric Analysis

Prof. Dr. Tim Laux

Our group in applied geometric analysis works at the interface of pure and applied mathematics. With methods from geometric analysis, calculus of variations and nonlinear partial differential equations, we aim to address fundamental questions arising in physics, materials science, numerics, and data science. We are particularly interested in the rigorous justification of the emergence of geometric variational principles or geometric flows.

As of March 2025, I am a professor at the Institute for Mathematics at Heidelberg University. Before coming to Heidelberg, I was a professor of mathematics at the University of Regensburg and a Bonn Junior Fellow at the Institute for Applied Mathematics and the Hausdorff Center for Mathematics in Bonn. Previously, I was a Morrey Visiting Assistant Professor at UC Berkeley. In 2017, I finished my PhD under the supervision of Felix Otto at the Max Planck Institute for Mathematics in the Sciences.

I am on the editorial board of Interfaces and Free Boundaries (European Mathematical Society). 

Porträt Prof. Dr. Tim Laux

Teaching

Tabelle

TermCoursesTeacher(s)
TermCoursesTeacher(s)
Winter 2026/27

Lecture Calculus of Variations

Exercise Calculus of Variations

Seminar Advanced Topics in Analysis

Seminar Continuum Mechanics and PDEs

Prof. Dr. T. Laux

V. Revnic, Prof. Dr. T. Laux

Prof. Dr. T. Laux

E. Eitel, F. Krämer, Prof. Dr. Tim Laux

Summer 2026

Lecture PDEs in Data Science

Exercise PDEs in Data Science

Seminar Advanced Topics in Analysis

Prof. Dr. T. Laux

V. Revnic, Prof. Dr. T. Laux

Prof. Dr. T. Laux

Winter 2025/26

Lecture Mean Curvature Flow

Exercise Mean Curvature Flow

Seminar Gradient Flow

Prof. Dr. T. Laux

V. Revnic, Prof. Dr. T. Laux

Prof. Dr. T. Laux

Summer 2025
Lecture Evolutionsgleichungen
Prof. Dr. T. Laux
Prof. Dr. H. Knüpfer