Lecture notes on Github

Teaching in Augsburg

WS 2022/23: Stochastik (LA Gymnasium)
WS 2022/23: Spezielle Kapitel der Stochastik – Feller Prozesse

SS 2022: Statistik (Stochastik II)
SS 2022: Seminar zur Stochastischen Modellierung

WS 2021/22: Stochastik (LA Gymnasium)
WS 2021/22: Einführung in die Stochastik (Stochastik I)

Teaching in Delft

2020-2019:
Quarter 2: NB4012 – Stochastic Processes with Applications
Quarter 2: WI4465 – Advanced Topics in Probability

Teaching in Warwick

MathSys CDT ….. Complexity Science DTC ….. Degree Course in Mathematics

2019-2020:
Term 1: MA933 – Stochastic Modelling and Random Processes
Term 1: MA4F7/ST403 – Brownian motion
2018-2019:
Term 1: MA933 – Networks and Random Processes
Term 1: MA4F7/ST403 – Brownian motion
2017-2018:
Term 1: MA933 – Networks and Random Processes
Term 2: MA5Q3 – Topics in Complexity Science for MSc students
2016-2017:
Term 1: MA933 – Networks and Random Processes
Term 2: TCC module Large-Scale Dynamics of Stochastic Particle Systems – also available as CO905 – Stochastic models of complex systems for MSc students
2015-2016:
Term 1: MA933 – Networks and Random Processes
Term 2: TCC module Large-Scale Dynamics of Stochastic Particle Systems – also available as MA5Q3 – Topics in Complexity Science for MSc students
2014-2015:
Term 1: MA933 – Networks and Random Processes
2013-2014:
Term 1: CO907 – Quantifying uncertainty and correlation in complex systems
Term 2: MA3H2 – Markov Processes and Percolation Theory
2012-2013:
Term 2: CO905 – Stochastic models of complex systems
2011-2012:
Term 2: CO905 – Stochastic models of complex systems
2010-2011:
Term 2: CO905 – Stochastic models of complex systems
2009-2010:
Term 1: MA4H3 – Interacting Stochastic Processes
Term 2: CO905 – Stochastic processes
2008-2009:
Term 2: MA4H3 – Interacting Stochastic Processes
Term 2: CO905 – Stochastic processes
2007-2008:
Term 2: CO905 – Stochastic processes

Teaching in Cambridge

Statslab ….. Churchill College

2006-2007:
Lent: Stochastic Calculus and Applications (Part III) together with Prof. James Norris
Michaelmas: Probability and Measure (Part II)
2005-2006:
Michaelmas: Probability and Measure (Part II)