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TUM-ICL Seminar on Markov Operators, Entropy and Evolution

Reference

Lasota-Mackey, Introduction to Chaos, Fractals, and Noise, Springer, Second Edition, 1994.

Schedule

Date Speaker Subject
05.11. S. Shamsi Introduction and model problem [LM p. 1-15]
12.11. P. Rohrmüller Markov, Frobenius-Perron and Koopman operators [LM p. 37-50]
19.11. A. Pesce Invariant measures and ergodic transformations [LM p. 51-65]
26.11. G. Pelan Asymptotic properties: averages [LM p. 85-94]
03.12. S. Kuntz Selection of Asymptotic periodicity & Asymptotic stability [LM p. 95-112]
10.12. S. Amar Markov operators defined by stochastic kernels [LM p.112-122]
17.12. D. Kitrilaki Lower bound functions, sweeping and the Foguel alternative [LM p. 123-137]
14.01. K. Tippeswamy Stochastic perturbation of continuous time systems [Selection of LM p.335-368]
21./28.01. M. de Castro and E.R. dos Santos Budisi, Mohr, Mezic: Applied Koopmanism
04.02. K. Tippeswamy (cont.) Stochastic perturbation of continuous time systems [Selection of LM p.335-368]
11.02. W.H. Tey Dietrich, Thiem, Kevrekidis: On the Koopman operator of algorithms
     
mid April G. Chappelle and Z. Bian Froyland: Extracting dynamical behaviour via Markov models
t.b.d. S. Shamsi Introduction to Conley index theory