معرفی
Prof. Dr. Moritz Kaßmann is affiliated with the Faculty of Mathematics at Bielefeld University, Germany. His academic career spans institutions such as the University of Bonn, University of Connecticut, and Wroclaw University of Technology.
- Professor (W3), Bielefeld University (2016–present)
- Speaker of GRK 2235 (2016–present)
- Subproject Leader in SFB 1283 (2017–2025)
Education:
- Doctorate (2001), University of Bonn
- Habilitation (2007), University of Bonn
- Studies at University of Bonn (1994–1997), St. Petersburg State University (1993–1994), and University of Konstanz (1991–1993)
Research Interests: Moritz Kaßmann specializes in nonlocal operators, stochastic processes, and their applications in partial differential equations. His work addresses regularity theory, Harnack inequalities, and degenerate integrodifferential operators. He explores connections between singular systems, random structures, and analysis on fractals.
Article Trends: His recent publications focus on nonlocal kinetic equations, parabolic Harnack inequalities, and robust Hölder estimates. Key themes include the failure of classical assumptions in nonlocal settings, trace theorems for degenerate operators, and geometric analysis of irregular systems.
Scientific Awards:
- Alexander von Humboldt Research Fellowship (2014)
- Foundation for Polish Science Fellowship (2014)
Advising and Grants: He supervises students in projects like GRK 2235 and SFB 1283, funded by the German Research Foundation (DFG). His research investigates regularity properties of solutions to nonlocal equations and numerical methods for degenerate operators.
Labs/Teams: Kaßmann collaborates with international experts in the International Research Training Group (IRTG) between Bielefeld and Seoul National University, focusing on singular and random systems in mathematics.