Armin Schikorra

  • Assistant Professor, PhD

I work on partial differential equations which are often motivated from the geometric calculus of variations, one example being harmonic maps between manifolds and various generalizations thereof. In particular I am interested in regularity theory of such local or nonlocal equations. The techniques are usually combinations of geometric considerations and harmonic analysis, e.g. commutator estimates and compensation effects.

Education & Training

  • PhD, RWTH Aachen University, Germany

Research Area

Research Interests

Nonlinear partial differential equations, Harmonic Analysis, Geometric analysis, Calculus of Variations