also refer to: arXiv, Google Scholar
Preprints
[2] Irfan Glogić, Martina Hofmanová, TL, Eliseo Luongo (2025), "Non-uniqueness of mild solutions to supercritical heat equations", arXiv preprint
[1] TL, Marco Rehmeier, Andre Schenke (2024), "Non-uniqueness of Leray-Hopf solutions for the 3D fractional Navier-Stokes equations perturbed by transport noise", arXiv preprint
Publications
[7] Florian Bechtold, TL, Jörn Wichmann (2024), "On convex integration solutions to the surface quasi-geostrophic equation driven by generic additive noise", Electronic Journal of Probability, 29, 1-38, Link
[6] Martina Hofmanová, TL, Umberto Pappalettera (2023), "Global existence and non-uniqueness of 3D Euler equations perturbed by transport noise", Probability Theory and Related Fields, 1-73, Link
[5] TL (2023), "Regularization by noise of an averaged version of the Navier-Stokes equations", Journal of Dynamics and Differential Equations, 1-26, Link
[4] TL (2021), "Derivation of ensemble Kalman-Bucy filters with unbounded nonlinear coefficients", Nonlinearity, 35(2), 1061-1092, Link
[3] TL, Wilhelm Stannat (2021), "Mean field limit of Ensemble Square Root Filters - discrete and continuous time", Foundations of Data Science, 3(3), 563-588, Link
[2] TL, Wilhelm Stannat (2021), "On the continuous time limit of Ensemble Square Root Filters", Communications in Mathematical Sciences, 19(7), 1855-1880, Link
[1] TL, Wilhelm Stannat (2021), "On the continuous time limit of the ensemble Kalman filter", Mathematics of Computation, 90(327), 233-265, Link
PhD-Thesis
TL (2021), "Stochastic analysis of ensemble-based Kalman-type filtering algortihms in discrete and continuous time", Technical University Berlin, PDF