Teaching in current semester -- Autumn 2025: No course taught this term.
Probability 1 / Valószínűségszámítás 1 (in Hungarian)
Probability 2 / Valószínűségszámítás 2 (English version)
Stochastic processes / Sztochasztikus folyamatok (in Hungarian)
Introductory Functional Analysis (a BSM course) (English version)
Markov chains (Hungarian and English versions)
Limit theorems of probability theory (English version)
Stochastic differential equations (English version)
Mathematical methods of statistical physics (a TCC course, English version)
Percolation (a TCC course, English version)
Martingale approximation and scaling limits of additive functionals of Markov processes (a TCC course, English version)
Statistical physics with continuous symmetries: symmetry breaking, long range order, phase transitions (a TCC course, English version)
Random walks in random environment (a TCC course, English version)
INFRARED BOUNDS, REFLECTION POSITIVITY AND CONTINUOUS SYMMETRY BREAKING IN CLASSICAL AND QUANTUM SPIN SYSTEMS Lecture notes for the PRAGUE Summer School of Mathematical Physics -- October 1996
HYPERBOLIC CONSERVATION LAWS AND HYDRODYNAMIC LIMITS FOR HYPERBOLIC INTERACTING PARTICLE SYSTEMS Lecture notes for the PRAGUE Summer School of Mathematical Physics -- September 1999
SCALING LIMITS FOR SELF-INTERACTING RANDOM WALKS AND DIFFUSIONS Lecture notes for the IRTG/Pro*Doc BERLIN-ZÜRICH Summer School -- September 2009: ''Stochastic Models of Complex Processes''
SCALING LIMITS FOR SELF-INTERACTING RANDOM WALKS AND DIFFUSIONS Lecture notes for the PRAGUE Summer School of Mathematical Physics -- September 2011
SCALING LIMITS FOR RANDOM WALKS AND DIFFUSIONS WITH LONG MEMORY -- Lecture notes for the 48th Saint Flour Summer School of Probability 8-10 July 2018; Videos of lectures at YouTube
INFRARED BOUNDS, REFLECTION POSITIVITY AND CONTINUOUS SYMMETRY BREAKING IN CLASSICAL AND QUANTUM SPIN SYSTEMS -- Gran Sasso Science Institute (GSSI), 2022 May 2-3, 10-11.