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| Summer Term 2022, Doctoral School Events | |
| 2022-03-25 | Doctoral School Seminar (10:00–12:15, Video conference, TU) |
| Lasse Wulf (TU, advisor B. Klinz): Non-preemptive Tree Packing [show abstract] | |
| Jakob Führer (TU, advisor C. Elsholtz): Filling space with hypercubes of two sizes -- The pythagorean tiling in higher dimensions [show abstract] | |
| New Students (TU): Á. Alonso-Hernández, R. Löscher, F. Russold | |
| Felix Dellinger (TU, advisor J. Wallner): Discrete Isothermic Surfaces [show abstract] | |
| 2022-04-29 | Doctoral School Seminar (14:00–16:15, Video conference, KFU) |
| Wolfgang Kern (KFU, advisor M. Holler/K. Bredies): Accelerometry-based classification of circulatory states during out-of-hospital cardiac arrest [show abstract] | |
| New Students (TU): L. Enzi, M. Gobrial, M. Ofner | |
| Manuel Hauke (TU, advisor C. Aistleitner): On the metric theory of approximations by reduced fractions: Quantifying the Duffin-Schaeffer conjecture [show abstract] | |
| 2022-06-10 | Doctoral School Seminar (14:00–16:15, Video conference, KFU) |
| Spanos Panagiotis (TU, advisor W. Woess): Percolation on Groups [show abstract] | |
| Reymart Salcedo Lagunero (KFU, advisor K. Fellner): Exponential convergence to equilibrium for a lipid hydrolysis model | |
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Abstract: Lipid hydrolysis, also known as lipolysis, is a three-step coordinated process of degrading Triglycerides in a lipid droplet into its fundamental components Glycerol and fatty acids. In this talk, we consider a parabolic system which models this chemical process. We first prove the unique existence of weak global solutions and the equilibrium states. Using entropy method, we show the exponential convergence of the global solutions to the equilibrium states. Finally, we present a finite element numerical approximation of the solution using the Python package FEniCS. This work is in collaboration with T. Apel, V. Kempf, and P. Zilk[hide abstract] | |
| Lorenz Frühwirth (KFU, advisor J. Prochno): The probabilistic Hölder inequality [show abstract] | |
| Hussain Shah (TU, advisor O. Steinbach): Approximation of the Transport Equation using Space-Time Finite Element Methods [show abstract] |