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Probability on graphs: random processes on graphs and lattices

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Author(s): Grimmett, Geoffrey
Series: Institute of Mathematical Statistics.; Textbooks
Edition: second edition
Publisher: Cambridge University Press
Year: 2018

Language: English
Pages: 265
Tags: Zufallsgraph;Stochastischer Prozess;Graph theory.;Probabilities.

Content: Preface
1. Random walks on graphs
2. Uniform spanning tree
3. Percolation and self-avoiding walk
4. Association and influence
5. Further percolation
6. Contact process
7. Gibbs states
8. Random-cluster model
9. Quantum Ising model
10. Interacting particle systems
11. Random graphs
12. Lorentz gas
References
Index.