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| Summer Term 2026, Doctoral School Events | |
| 2026-06-19 | Doctoral Day (09:00—, TU Graz, HS XII, Rechbauerstr. 12) |
| Anna Hofer (TU. Advisor: B. Vogtenhuber): Small Empty Cycles in Simple Drawings of Kn [show abstract] | |
| Matthias Müller (TU. Advisor: C. Ceballos): The ν-Core Label Order and Noncrossing Partitions [show abstract] | |
| Nesibe Ayhan (Uni. Advisor: B.Q. Tang): Global Well‑Posedness and Propagation Speeds for the Generalized Camassa–Holm Equation [show abstract] | |
| (10:30—11:00 Coffee Break) | |
| Manuel Hasenbichler (TU. Advisor: S. Thonhauser): The Martingale Sinkhorn Algorithm [show abstract] | |
| Nicolas Weber (TU. Advisor: J. Behrndt, P. Siegl): Operator families in a weak coupling setting [show abstract] | |
| (12:00—12:30 Lunch Break) | |
| Guan-Huei Duh (TU. Advisor: P. Sprüssel, S. Wagner): Enumeration of Bipartite Acyclic Digraphs [show abstract] | |
| Mathieu Christen (TU. Advisor: O. Steinbach): Space-time Methods for inverse problem resolution with applications in acoustic source reconstruction [show abstract] | |
| (13:30—14:00 Coffee Break) | |
| Maryna Manskova (TU. Advisor: C. Aistleitner, P. Grabner): Number variance of random points on the unit torus | |
|
Abstract: In the study of the distribution of random sequences in the unit torus, there are many notions of pseudo-randomness. Equidistribution describes the distribution on a global-scale, while pair correlation is a local-scale statistic. In this talk, we consider the number variance, which is an important intermediate-scale statistic. We discuss the distribution of the number variance in the case of i.i.d. random points. [hide abstract] | |
| Francesco Mantegazza (Uni. Advisor: F. Caforio): Fast and Accurate Reconstruction of 3D Cardiac Displacement Fields from Sparse MRI-like Data via PBDW [show abstract] | |
| (15:00 Closure) |