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SUMMARY:Configurational Temperature in Matrix Models\, Metastable states i
 n 2+1 flavor QCD
DTSTART:20260924T120000Z
DTEND:20260924T140000Z
DTSTAMP:20261020T174000Z
UID:indico-event-19140@indico.global
DESCRIPTION:Speakers: Vinod Mamale\n\nIn the first part of the discussion\
 , I will present the method of configurational temperature estimator in ma
 trix models. In case of field theories\, the estimator follows from an exa
 ct Schwinger–Dyson identity and provides a sensitive consistency check o
 f Monte Carlo simulations. For studied cases of Gross–Witten–Wadia mod
 el\, a quartic double-well matrix model\, and the Gaussian Orthogonal\, Un
 itary\, and Symplectic Ensembles\, the estimator satisfies expected identi
 ty\, $\\beta_{config} = 1$.\n \nIn the second part of the discussion\, I 
 will present the study of $Z_3$ symmetry in 2+1 flavor QCD. Dynamical ferm
 ion contributions explicitly break the $Z_3$ symmetry\, resulting in two m
 etastable states within the deconfined phase at sufficiently high temperat
 ures. Our results suggest that these states may be present at temperature 
 scales ($\\sim$446 MeV) achieved in Heavy-ion collision experiments.\n\nht
 tps://indico.global/event/19140/
URL:https://indico.global/event/19140/
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