TU Dresden · BSc & MSc

Theses

Writing a thesis

BSc and MSc students enrolled in Mathematics at TU Dresden can write their thesis under my supervision. New topics will be posted here from time to time. If you are interested, please email me, even if no open topics are listed. You may also suggest a topic in biomathematics, applied analysis or numerical analysis.

2026

Summer Term 2026

  • BSc thesis

    Particle approximation of fourth-order equations

2025

Winter Term 2025 / 2026

  • MSc thesis

    SynCast - Enhancing Weather Forecast Precision by AI-based Multi-Model Data Fusion verified by Observations

  • BSc thesis

    Modeling and Simulations of cell invasions into extracellular matrix

  • MSc thesis

    Derivation and study of a non-confluent model for deformable cells

Summer Term 2025

  • BSc thesis

    Konvergenz und numerische Implementierung eines nichtlokalen Partikelsystems zur Approximation der Porösen-Medium-Gleichung

  • BSc thesis

    Towards Classifying Patterns in a Model for Pigment Cell Migration in Zebrafish Skin

  • MSc thesis

    The role of steric interactions in systems of interacting hard needles

2024

Winter Term 2024 / 2025

  • BSc thesis

    Derivation of a Bacteriophage-Therapy Model

  • BSc thesis

    Phenotypically Stratified Turing Mechanism

Summer Term 2024

  • MSc thesis

    Analysis of a Two-Species Model with Chemotaxis and Coupling via Brinkman’s Law: Existence of Solutions in any Dimension and an Incompressible Limit in one Dimension

2023

Winter Term 2023 / 2024

  • MSc thesis

    Coarse-Graining for Multi-Phase Field Models

  • BSc thesis

    Modelling of Cells and their Dynamics

Summer Term 2023

  • BSc thesis

    Overdamped limit of the Langevin equation and its mean field limit

  • BSc thesis

    Mathematical Modelling of Excitatory Cells

2021

Winter Term 2021 / 2022

  • MSc thesis

    Machine Learning Prediction Models for Functionality and Performance Parameters of Semiconductor Chips based on Manufacturing Datasets

  • MSc thesis

    Derivation of a continuum model for anisotropic particles using matched asymptotic expansions

  • BSc thesis

    Modelling Colonies of Growing Cells

  • BSc thesis

    The Kernel-based Turing Model and Topological Data Analysis

Summer Term 2021

  • MSc thesis

    Modellvergleiche des maschinellen Lernens zur automatischen Applikation von Sitzpersonalisierungsfunktionen