Winter term 2021/2022
08.02.2022. Gudmund Pammer, ETH Zürich. Computational methods for adapted transport via regularization.
01.02.2022 Rene Schilling, Technical University of Dresden. Levy processes, martingales and Liouville's theorem.
25.01.2022. Sonja Cox, University of Amsterdam. An affine infinite-dimensional stochastic volatility model.
25.01.2022. Davide Addona, University of Milano-Bicocca. Strong uniqueness in infinite dimensions by approximation.
18.01.2022. Stefanie Sonner, Radboud University Nijmegen. Random attractors for stochastic parabolic evolution equations via pathwise mild solutions.
11.01.2022. Michael Högele, University of Los Andes, Columbia. The cutoff phenomenon for stochastic differential equations perturbed by small noise.
21.12.2021. Mark Veraar, TU Delft. Stochastic Navier-Stokes equations with gradient noise in critical spaces.
14.12.201. Maximilian Engel, Free University of Berlin. Lyapunov exponents in random dynamical systems and how to find and use them.
7.12.2021. Nicolas Perkowski, Free University of Berlin. A simple construction of the dynamical \Phi^4_3 model.