Abgeschlossene Dissertationen am Fachbereich Mathematik

Die nachfolgende Liste soll Ihnen einen kleinen Überblick über die in der letzten Zeit am Fachbereich Mathematik der TU Darmstadt erstellten Dissertationen geben.

• Adapted Unitary Cocycles and Quantum Markov Processes: A Cohomological Approach

  Felix Voigt

  Betreuer/innen: Dr. Holger Grothe, Prof. Dr. Burkhard Kümmerer

• Parameter Identification in Cahn-Hilliard Systems

  Oliver Habrich

  Betreuer/in: Prof. Dr. Herbert Egger

• Perfect Prismatic F-Crystals and p-adic Shtukas in families

  Anton Güthge

  Betreuer/in: Prof. Dr. Torsten Wedhorn

• On structure preserving simulations in non-linear electromagnetics, electric circuits, and efficient treatment of systems with memory

  Vsevolod Shashkov

  Betreuer/in: Prof. Dr. Herbert Egger

• Brownian Motion with Limited Occupation Times

  Dominic T. Schickentanz

  Betreuer/in: Prof. Dr. Frank Aurzada

• Topological Quantum Markov Processes

  Malte Ott

  Betreuer/in: Prof. Dr. Burkhard Kümmerer

• Proof-Theoretical Aspects of Nonlinear and Set-Valued Analysis

  Nicholas Pischke

  https://tuprints.ulb.tu-darmstadt.de/26584

  Betreuer/in: Prof. Dr. Ulrich Kohlenbach

• Characterizations of Synchronizability in Terms of Road-colored Graphs, Markov Chains, and Quantum Markov Processes

  Albrun Knof

  Betreuer/in: Prof. Dr. Burkhard Kümmerer

• Competitive Analysis for Incremental Maximization

  David Weckbecker

  Betreuer/in: Prof. Dr. Yann Disser

• Simulation and Optimization of Gas Transport Problems using Physics-Informed Neural Networks

  Erik L. Strelow

  Betreuer/in: Prof. Dr. Jens Lang

• Combinatorial Approaches to the Group Isomorphism Problem

  Jendrik Brachter

  Betreuer/in: Prof. Dr. Pascal Schweitzer

• Robust shape optimization of electromechanical energy converters

  Björn Polenz

  Betreuer/in: Prof. Dr. Stefan Ulbrich

• Simulation based Optimization of Multiphase Flow in the context of Wetting Phenomena

  Elisabeth Diehl

  https://tuprints.ulb.tu-darmstadt.de/26347

  Betreuer/in: Prof. Dr. Stefan Ulbrich

• Gradient robust methods for nearly incompressible materials

  Seshadri Basava

  https://tuprints.ulb.tu-darmstadt.de/26463

• Asymptotic Analysis and Numerical Approximation of some Partial Differential Equations on Networks

  Nora Philippi

  https://tuprints.ulb.tu-darmstadt.de/24732

  Betreuer/in: Prof. Dr. Herbert Egger

• Rate of Convergence of Image Classifiers Based on Convolutional Neural Networks

  Benjamin Walter

  https://tuprints.ulb.tu-darmstadt.de/24333

  Betreuer/in: Prof. Dr. Michael Kohler

• Continuing the Quest for a Logic Capturing Polynomial Time - Potential, Limitations, and Interplay of Current Approaches

  Moritz Lichter

  Betreuer/in: Prof. Dr. Pascal Schweitzer

• Mesh and model adaption for hyperbolic balance laws

  Hrishikesh Joshi

  https://tuprints.ulb.tu-darmstadt.de/23048

  Betreuer/in: Prof. Dr. Jan Giesselmann

• Persistence problems for fractional processes

  Martin Kilian

  https://tuprints.ulb.tu-darmstadt.de/22949

  Betreuer/in: Prof. Dr. Frank Aurzada

• An unstructured Finite-Volume Level Set / Front Tracking method for capillary flows

  Tobias Tolle

  https://tuprints.ulb.tu-darmstadt.de/23366

  Betreuer/in: Dr.-Ing. Tomislav Maric

• Adaptive Multi-Level Monte Carlo and Stochastic Collocation Methods for Hyperbolic Partial Differential Equations with Random Data on Networks

  Elisa Strauch

  https://tuprints.ulb.tu-darmstadt.de/23310

  Betreuer/in: Prof. Dr. Jens Lang

• Integral models of moduli spaces of shtukas with deep level structures (Ganzzahlige Modelle von Modulräumen von Shtukas mit tiefen Levelstrukturen)

  Patrick Bieker

  Betreuer/in: Prof. Dr. Timo Richarz

• Green functions and arithmetic generating series on Hilbert modular surfaces

  Johannes J. Buck

  https://tuprints.ulb.tu-darmstadt.de/22972

  Betreuer/in: Prof. Dr. Jan Hendrik Bruinier

• A Geometric Approach to the Projective Tensor Norm

  Sandra Lang

  Betreuer/in: Prof. Dr. Burkhard Kümmerer

• Sparse Recovery Under Side Constraints Using Null Space Properties

  Frederic Matter

  Betreuer/in: Prof. Dr. Marc Pfetsch

• A Synthetic Perspective on (infinity,1)-Category Theory: Fibrational and Semantic Aspects

  Jonathan Weinberger

  Betreuer/in: Prof. Dr. Thomas Streicher