Research Interests
- Euler and Navier-Stokes equations
- Measure valued solutions and Young measures
- Weak-strong uniqueness of solutions
- Geometric analysis
Dr. Dennis Gallenmüller
Teaching
- WiSe 2022/2023: Analysis II, Functional Analysis
- SoSe 2022: Nonlinear Funktional Analysis, Seminar "Harmonic Analysis"
- WiSe 2021/2022: Funktional Analysis, Internetseminar "Spectral theory for operators and semigroups"
- SoSe 2021: Analysis I
- WiSe 2020/2021: Maßtheorie, Seminar "Epidemien - Modellierung, Analysis und Simulation"
- SoSe 2020: Mathematische Logik, Zusatztutorium Mathematische Grundlagen der Ökonomie II
- WiSe 2019/2020: Zusatztutorium Mathematische Grundlagen der Ökonomie I
- SoSe 2019: Mathematische Grundlagen der Ökonomie II
Publications
- D. Gallenmüller: Measure-valued low Mach number limits of ideal fluids. Preprint, 2021. arXiv
- D. Gallenmüller, E. Wiedemann: Which measure-valued solutions of the monoatomic gas equations are generated by weak solutions? Preprint, 2021. arXiv
- D. Gallenmüller: Müller-Zhang truncation for general linear constraints with first or second order potential. Calc. Var. Partial Differential Equations 60 (2021), no. 3, Paper No. 118.
- D. Gallenmüller, E. Wiedemann: On the Selection of Measure-Valued Solutions for the Isentropic Euler System. J. Differential Equations 271 (2021), 979–1006.
Study
- Obtained PhD at the Institute of Applied Analysis at Ulm University (2022)
- Master Theoretical and Mathematical Physics at LMU Munich (2018)
- Bachelor Physics at Ulm University (2016)