Patrick Tolksdorf Author

Moritz Egert is a professor of Mathematics at Technical University of Darmstadt (Germany). He received his PhD in 2015 in Darmstadt under the supervision of Robert Haller and was subsequently Maître de conférences in the Laboratoire de Mathématiques d’Orsay at Université Paris-Saclay. He is a specialist in harmonic analysis and partial differential equations. In his research, he combines methods from harmonic analysis, operator theory and geometric measure theory to study partial differential equations in non-smooth settings. 

Robert Haller is a lecturer of Mathematics at Technical University of Darmstadt (Germany). In 2003, he recieved his PhD in Darmstadt under the supervision of Matthias Hieber and after a stay at Weierstrass Institute for Applied Analysis and Stochastics in Berlin, he came back to Darmstadt, where he attained his current position in 2009. He is strongly encouraged in teaching mathematics at all levels and pioneered the use of video recordings of lectures in his department. His main topic of research is elliptic and parabolic regularity of partial differential equations in non-smooth situations relying on tools from operator theory, functional analysis and harmonic analysis.

Sylvie Monniaux is professor of Mathematics at Université Aix-Marseille (France). She received her PhD in 1995 in Besançon under the supervision of Wolfgang Arendt on the topic of maximal regularity for parabolic problems. After a 3 year post-doc position at Universität Ulm (Germany), she got a permanent position as Maîtresse de conférences in Marseille. Her research moved towards partial differential equations in non-smooth situations, and more particularly Navier-Stokes equations in rough domains. Her work combines techniques of functional analysis and harmonic analysis.

Patrick Tolksdorf is a lecturer of Mathematics at Karlsruhe Institute of Technology (Germany). He received his PhD in 2016 at the Technical University of Darmstadt under the supervision of Robert Haller and was subsequently a junior professor at Johannes Gutenberg University Mainz. He is a specialist in harmonic analysis and partial differential equations. In his research, he combines methods from harmonic analysis and operator theory to study flow problems, such as the Stokes and Navier-Stokes equations, in non-smooth settings.