The kurtosis of net baryon number fluctuations from a realistic Polyakov--Nambu--Jona-Lasinio model along the experimental freeze-out line
Zhibin Li, Kun Xu, Xinyang Wang, Mei Huang

TL;DR
This paper investigates net baryon number fluctuations using a realistic PNJL model, identifying signatures of the QCD critical end point through kurtosis structures along experimental freeze-out lines, and finds good agreement with BES-I data.
Contribution
It introduces a realistic PNJL model with lattice-fixed parameters to analyze kurtosis of baryon fluctuations along experimental freeze-out lines, highlighting the CEP signature.
Findings
Peak in kurtosis indicates the presence of the CEP.
Dip structure depends on the freeze-out line's relation to the phase boundary.
Model results align well with BES-I experimental data.
Abstract
Firstly we qualitatively analyze the formation of the dip and peak structures of the kurtosis of net baryon number fluctuation along imagined freeze-out lines and discuss the signature of the existence of the QCD critical end point (CEP) in the Nambu--Jona-Lasinio (NJL) model, Polyakov-NJL (PNJL) model as well as -dependent PNJL( PNJL) model with different parameter sets, and then we apply a realistic PNJL model with parameters fixed by lattice data at zero chemical potential, and quantitatively investigate its along the real freeze-out line extracted from experiments. The important contribution from gluodynamics to the baryon number fluctuations is discussed. The peak structure of along the freeze-out line is solely determined by the existence of the CEP mountain and can be used as a clean signature for the existence of…
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