
Stochastic Processes and Random Matrices
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Content
- 1: Oriol Bohigas, Hans Weidenmüller: History
- 2: Alexei Borodin, Leonid Petrov: Integrable Probability: Stochastic Vertex Models and Symmetric Functions
- 3: Alice Guionnet: Free Probability
- 4: Herbet Spohn: The Kardar-Parisi-Zhang Equation: A Statistical Physics Perspective
- 5: Gernot Akemann: Random Matrix Theory and Quantum Chromodynamics
- 6: Jean-Philippe Bouchaud: Random Matrix Theory and (Big) Data Analysis
- 7: Bertrand Eynard: Random Matrices and Loop Equations
- 8: Jon P. Keating: Random Matrices and Number Theory: Some Recent Themes
- 9: Aris L. Moustakas: Modern Telecommunications: A Playground for Physicists?
- 10: Henning Schomerus: Random Matrix Approaches to Open Quantum Systems
- 11: Alain Comtet, Yves Tourigny: Impurity Models and Products of Random Matrices
- 12: Rémi Rhodes, Vincent Vargas: Gaussian Multiplicative Chaos and Lioville Quantum Gravity
- 13: Anton Zabrodin: Quantum Spin Chains and Classical Integrable Systems
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