PhD Theses

  • Florian Puchhammer: Discrepancy estimates for point sets and sequences. 2017. (Supervisor: Gerhard Larcher)
  • Ida Aichinger: Distribution Properties of Particle Movements. 2017. (Supervisor: Gerhard Larcher)
  • Dominik Kloimstein: Exact Discrepancy for Small Finite Point Sets. In progress. (Supervisor: Gerhard Larcher)
  • Ralph Kritzinger: Point sets and sequences with the optimal order of $L_p$ discrepancy. 2017. (Supervisor: Friedrich Pillichshammer)
  • Richard Hofer: New Bounds on Some Measures of Pseudorandomness. 2017. (Supervisor: Arne Winterhof)
  • Michaela Szölgyenyi: Dividend Maximization in Hidden Markov Models and Analysis of Associated Stochastic Differential Equations. 2015. (Supervisor: Gunther Leobacher and Stefan Thonhauser)
  • Johannes Fürst: An Empirical Investigation on Fast and Stable Methods for the Calibration of Financial Models. (Supervisor: Gunther Leobacher)
  • Helene Laimer: High-dimensional algorithms - Tractability and componentwise constructions. 2017. (Supervisor: Peter Kritzer)
  • Markus Hittmeir: On the Complexity of Integer Factorization and Related Problems. 2017. (Supervisor: Peter Hellekalek)
  • Alexander Bors: On Dynamical Aspects of Finite Group Endomorphisms. 2016. (Supervisor: Peter Hellekalek)

Diploma Theses

  • Andreas Thoma: Tractability Properties of High-Dimensional Integration and Star Discrepancy. 2018. (Supervisor: Friedrich Pillichshammer)
  • Lisa Kaltenböck: Lower bounds for the discrepancy of $(T,s)$-sequences. 2017. (Supervisor: Gerhard Larcher)
  • Wolfgang Stockinger: Lower bounds for the discrepancy of the Halton Sequence. 2017. (Supervisor: Gerhard Larcher)
  • Philipp Lugmayr: Polynomiale Fermat Quotienten. In progress. (Supervisor: Arne Winterhof)
  • Philipp Birklbauer: Waring's problem in finite fields. In progress. (Supervisor: Arne Winterhof)
  • Andrea Duringer: Lattice point sets and their application to numerical integration. 2013. (Supervisor: Peter Kritzer)
  • Markus Hittmeir: Primzahltests und Faktorisierungsverfahren. 2015. (Supervisor: Peter Hellekalek)
  • Michaela Szölgyenyi. Optimal control of an energy storage facility in a hidden Markov model. 2015. (Supervisor: Rene Böheim)

Bachelor Theses

  • Lisa Murauer: Nichtlineare Komplexität und Lempel-Ziv Komplexität. in progress. (Supervisor: Arne Winterhof)
  • Victoria Hutterer: Monte Carlo Methoden und Varianzreduktionstechniken.  2014. (Supervisor: Peter Kritzer, Michaela Szölgyenyi)

Habilitation Theses

  • Roswitha Hofer: Construction of Low-Discrepancy Point Sets and Sequences, and the Distribution of Subsequences. 2016