Pedagogical lecture notes derive standard RMT laws with the cavity method, illustrate applications, and catalogue advanced analytical techniques for disordered systems.
It is also possible to make a perturbative expansion of the response functions in model parameters other than 1/Nusing the diagrammatic approach [56, 187] (see also the exercises)
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Lecture notes on random matrix theory: the results, the applications, and the analytical tools
Pedagogical lecture notes derive standard RMT laws with the cavity method, illustrate applications, and catalogue advanced analytical techniques for disordered systems.