David Berger
Courses
Winter term 2018/2019
- Seminar: Stochastic partial differential equations
Summer term 2018
- Partial Differential Equations
- Elemente der Funktionentheorie
Winter term 2017/2018
- Elementare Wahrscheinlichkeitsrechnung und Statistik
- Interest Rate Models
Thesis
- CARMA Random Fields, Master Thesis, Ulm University 2017, supervisor: Prof. Dr. Alexander Lindner, Prof. Dr. Mitja Stadje
- A weighted p-Laplacian Evolution Equation with Dirichlet Boundary Conditions, Bachelor Thesis, Ulm University 2016, supervisor: Prof. Dr. Evgeny Spodarev
Accepted Paper(s)
- On quasi-infinitely divisible distributions with a point mass (2019+), Mathematische Nachrichten, to appear arXiv-version
Preprint(s)
- On the integral modulus of infinitely divisible distributions (2018), (submitted) arXiv-version
- Central limit theorems for moving average random fields with non-random and random sampling on lattices (2019), (submitted) arXiv-version
- Lévy driven CARMA generalized processes and stochastic partial differential equations (2019), (submitted) arXiv-version
- Lévy driven linear and semilinear stochastic partial differential equations (2019), (submitted) arXiv-version
Conferences
- Gemeinsame Jahrestagung GDM und DMV 2018, March 05-09, 2018, Paderborn, Germany. (Talk)
- 13th German Probability and Statistics Days, February 27 - March 02, 2018, Freiburg, Germany. (Talk)
- Workshop on Lévy Processes and Time Series: In Honour of Peter Brockwell and Ross Maller, September 11-15, 2017, Ulm, Germany. (Poster)