Seminar detail: Quenched free energy in random matrix model

Date&Time	Wed Oct 21 2020 (13:30 - 14:30)
Speaker	Kazumi Okuyama
Affiliation	Shinshu U
Title	Quenched free energy in random matrix model
Abstract	We compute the quenched free energy in the Gaussian random matrix modelby directly evaluating the matrix integral without using the replica trick.We find that the quenched free energyis a monotonic function of the temperature and the entropyapproaches log N at high temperature and vanishes at zero temperature.We also discuss a possible phase transition in the large N limit.This talk is based on arxiv:1903.11776 and arxiv:2009.02840.
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