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Dynamic interplay of microtubule and actomyosin forces drive tissue extension Singh A; Thale S; Leibner T; Lamparter L; Ricker A; Nüsse H; Klingauf J; Galic M; Ohlberger M; Matis M (2024) In: Nature Communications, 15(1) Type of Publication: Research article (journal)
Model reduction for kinetic equations: moment approximations and hierarchical approximate proper orthogonal decomposition Leibner Tobias (2022) (no publisher available). Type of Publication: Thesis (doctoral or post-doctoral)
Dynamic interplay of protrusive microtubule and contractile actomyosin forces drives tissue extension Singh, A; Thale, S; Leibner, T; Ricker, A; Nüsse, H; Klingauf, J; Ohlberger, M; Matis, M (2022) In: eLife, 2022 Type of Publication: Research article (journal)
A new entropy-variable-based discretization method for minimum entropy moment approximations of linear kinetic equations Leibner T, Ohlberger M (2021) In: ESAIM: Mathematical Modelling and Numerical Analysis, 55 Type of Publication: Research article (journal)
Distributed model order reduction of a model for microtubule-based cell polarization using HAPOD Leibner T, Matis M, Ohlberger M, Rave S (2021) In: arXiv [math.NA], 2111.00129 Type of Publication: Research article (journal)

Model reduction for kinetic equations: moment approximations and hierarchical approximate proper orthogonal decomposition
Candidate: Leibner, Tobias | Supervisors: Ohlberger, Mario
Period of time: until 13/04/2021
Doctoral examination procedure finished at: Doctoral examination procedure at University of Münster