During the fall session of the state final exams, the following bachelor and master theses in mathematical modelling were successfully defended:

Antonín Černý: Properties of the MUAS method for quadratic finite elements
Šimon Húdek: Modeling mitochondrial morphology
Jakub Mikáč: Dynamic model of the onset of the 2024 Noto earthquake in Japan
Jindřich Pohl: Mixed precision approximation of hierarchical matrices in applications
Šimon Andrš: Information distance and non-standard entropies

Adam Dvořák: Modelling and numerical simulation of the athermal ω phase in titanium alloys
Kamil Belán: Numerical methods for the simulation of air flow past a mountain
Timotej Kačur: Machine learning for recognition of physical systems
Tomáš Taut: Using neural networks for calculating potential energy surfaces of molecules

We would like to thank all the students, advisors, consultants, and reviewers for a good work.