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Lecture notes (in French) of a master 2 level course in applied mathematics. Contents: Part I. Markov chains on a countable space. 1. Examples 2. Summary of basic properties. 3. Spectral theory and speed of convergence. 4. Lyapunov functions and speed of convergence. 5. MCMC algorithms. Part II. Markov chains on continuous space. 6. Definitions and examples. 7. Invariant probability and speed of convergence.

生成讲解博客的中文版本

生成AI智能校验的中文版本