Institut für Angewandte Analysis

Prof. Dr. Rico Zacher

Research interests

  • Nonlinear evolutionary problems (well-posedness, regularity, and asymptotic behaviour)
  • Maximal Lp-regularity for linear parabolic problems
  • Non-local PDEs, fractional evolution equations (regularity of weak solutions, Harnack inequalities)
  • Kinetic equations (kinetic maximal regularity, De Giorgi-Nash-Moser estimates, Landau equation)
  • Analysis and geometry on graphs, notions of discrete curvature, entropy method
  • Mathematical models in biology
  • Mathematical fluid dynamics
  • Free boundary value problems (e.g. Stefan problem with surface tension)

Address

Prof. Dr. Rico Zacher
Institute of Applied Analysis
University of Ulm
89069 Ulm, Germany

Contact

E-mail: Rico Zacher
Room: Helmholtzstr. 18, E.32
Phone: +49 (0)731 / 50 23559

Publications

Teaching in Ulm

  • Ordinary Differential Equations (SS 22)
  • Elements of Complex Analysis (SS 22)
  • Partial Differential Equations (SS 22)
  • Analysis 2 (SS 21)
  • Elementary Partial Differential Equations (SS 21)
  • Seminar Highlights of Functional and Geometric Analysis (SS 21), together with Prof. A. Dall'Acqua
  • Analysis 1 (WS 20/21)
  • Dynamical Systems (WS 20/21)
  • Seminar Epidemics-Modelling, Analysis and Simulation (WS 20/21), together with Prof. A. Dall'Acqua and Prof. E. Wiedemann
  • Partial Differential Equations (SS 20)
  • Elements of Complex Analysis (SS 20)
  • Seminar Measure Theory and Functional Analysis (SS 20), together with Prof. E. Wiedemann
  • Analysis 3 (WS 19/20)
  • Functional Analysis (WS 19/20)
  • Seminar Mathematical Models (WS 19/20)
  • Ordinary Differential Equations (SS 19)
  • Elements of Complex Analysis (SS 19)
  • Seminar Measure Theory and Function Spaces (SS 19)
  • Dynamical Systems (WS 18/19)
  • Mathematical Foundations of Economics I (WS 18/19)
  • Advanced Topics in Partial Differential Equations (WS 18/19), together with Prof. E. Wiedemann
  • Analysis 2 (SS 18)
  • Ordinary Differential Equations (SS 18)
  • Seminar Metric Measure Spaces and Optimal Transport (SS 18)
  • Analysis 1 (WS 17/18)
  • Dynamical Systems (WS 17/18)
  • Measure Theory (WS 17/18)
  • Functional Analysis (WS 16/17)
  • Dynamical Systems (WS 16/17)
  • Partial Differential Equations (SS 16)
  • Ordinary Differential Equations (SS 16)
  • Mathematical Foundations of Economics I (WS 15/16)
  • Dynamical Systems (WS 15/16)
  • Measure Theory (WS 15/16)
  • Elements of Complex Analysis (SS 15)
  • Analysis II (SS 15)
  • Dynamical Systems (WS 14/15)
  • Analysis I (WS 14/15)
  • Nonlinear Functional Analysis (SS 14)