Dieses Bild zeigt Barth

Frau Prof. Dr.

Andrea Barth

Leiterin der Forschungsgruppe
Institut für Angewandte Analysis und Numerische Simulation
Arbeitsgruppe für Computational Methods for Uncertainty Quantification

Kontakt

+49 711 685-60121

Allmandring 5b
70569 Stuttgart
Deutschland
Raum: 01.034

Lehre:
bitte hier klicken

 

Master-, Bachelor- and Semestertheses:

  • G. Prestipino: "Numerical methods for parabolic PDEs with time-dependent random-field-coefficients" (Masterthesis)
  • S. Herrmann: "Multilevel Monte Carlo Methods and Wong--Zakai Approximations" (Masterthesis)
  • S. Daas: "Optimal dividend distribution under stochastic refinancing costs" (Masterthesis)
  • B. Sunjic: "Multilevel Monte Carlo methods of Wong-Zakai Approximations" (Masterthesis)
  • L. Brencher: "Time-parallel multilevel Monte Carlo methods" (Masterthesis)
  • T. Cataltepe: "Statistical modeling of the system bounds for position estimation in highly automated driving" (Masterthesis)
  • J. Abendschein: "Density estimation with Multilevel Monte Carlo methods" (Masterthesis)
  • L. Brencher: "Time-parallel reduced-order models via forecasting" (Bachelorthesis)
  • V. Scheffold: "Review on dividend distribution models" (Bachelorthesis)
  • B. Sunjic: "Optimal dividend distribution in bond-financed models" (Bachelorthesis)
  • P. Schroth: "Approximation and Simulation of infinite dimensional Levy-processes" (Bachelorthesis)
  • A. Gross: "Optimal dividend distribution under stochastic refinancing possibilities" (Bachelorthesis)
  • P. Oduro: "First exit-time problems and multilevel Monte Carlo methods" (Bachelorthesis)
  • A. Wörner: "Uncertainty Quantification for electric motors" (Bachelorthesis)
  • L. Eisert: "Simulationen zur gepulsten Laserbestrahlung für die Beseitigung von Weltraumschrott" (Bachelorthesis)
  • C. Michalkowski: "Multilevel Monte Carlo methods to speed up PTRW simulations for advective-dispersive transport through porous media" (Semesterproject)
  • N. Wildt: "Optimized multilevel Monte Carlo methods for Particle--Tracking Random Walk simulations" (Semesterproject)
  • T. Brünette: "Wong--Zakai approximations for first hitting time problems" (Semesterproject)
  • C. Proissl: "Optimal Markov Chain Monte Carlo methods for non-Gaussian random fields" (Semesterproject)
  • M. Schmidgall: "Uncertainty quantification with multi-resolution and multi-wavelet discretisations" (Semesterproject)
  • L. Mauch: "Modeling of groundwater flow with elliptic equations containing discontinuous random coeffcients" (Semesterproject)

Lebenslauf (Link öffnet ein neues Fenster)