SS 2016

• Statistik II für Wirtschaftswissenschaften (Lindner)
• Brownsche Bewegung (Seminar)
• Monte Carlo Algorithmen
• Der Mersenne Twister (Fachpraktikum)
• Measure and Integration
• Endliche Markov-Ketten (Proseminar) (Lindner)

WS 2015/2016

• Stochastic Differential Equations
• Probability Theory
• Mixed Precision Multilevel Monte Carlo (Fachpraktikum)
• Stochastische Methoden (Lindner)
• Einführung in die Funktionalanalysis
• Quasi-Monte Carlo Methods (Proseminar)

SS 2015

• Monte Carlo Algorithms (Lindner)
• Markov-Prozesse (Seminar)
• Elektronendynamik in der Ultrakurzzeitphysik (Fachpraktikum)
• Grundlagen der Mathematik II

WS 2014/2015

• Probability Theory (Lindner)
• Abverkaufssimulation im Lebensmitteleinzelhandel (Fachpraktikum) (Omland)
• Grundlagen der Mathematik I

SS 2014

• Malliavin Calculus and Applications (Lindner)
• Computational Stochastics (Seminar)
• Monte Carlo Algorithmen
• Measure and Integration
• Quasi-Monte Carlo Methods (Proseminar)

WS 2013/2014

• Introduction to SPDEs (Lindner)
• Numerics of Stochastic Processes
• Stochastic Differential Equations (Gnewuch)
• Grundlagen der Mathematik II

SS 2013

• Monte Carlo Algorithmen (Gnewuch)
• Grundlagen der Mathematik I

WS 2012/2013

• Stochastic Differential Equations
• Gaussian Processes (Seminar)
• Elementare Approximationstheorie (Proseminar)

WS 2011/2012

• Probability Theory
• Numerics of Stochastic Processes
• Computational Finance (Neuenkirch)

SS 2011

• Measure and Integration
• Monte Carlo Algorithms (Neuenkirch)
• Stochastic Partial Differential Equations
• Stochastic Partial Differential Equations (Seminar)

WS 2010/2011

• Endliche Markovketten (Proseminar)
• Stochastic Differntial Equations
• Malliavin Calculus and Applications (Neuenkirch)

SS 2010

• Monte Carlo Algorithms
• High-dimensional Integration