Quarkyonic Percolation and deconfinement at finite density and number of colors
Stefano Lottini, Giorgio Torrieri

TL;DR
This paper explores the relationship between percolation and deconfinement phase transitions in Yang-Mills matter at finite temperature, density, and number of colors, identifying different regimes and the potential existence of a quarkyonic phase.
Contribution
It introduces a phase diagram analysis showing how the critical number of colors for percolation and confinement varies with density, revealing a possible quarkyonic phase at finite density.
Findings
Percolation critical N_c decreases with density.
Confinement critical N_c generally increases with density.
A phase where percolation occurs without deconfinement is possible at finite density.
Abstract
We examine the interplay between the percolation and the deconfinement phase transitions of Yang-Mills matter at finite temperature, quark chemical potential and number of colors . We find that, whereas the critical for percolation goes down with density, the critical for confinement generally goes up. Because of this, Yang-Mills matter falls into two qualitatively different regimes: the "low- limit", where percolation does not occur because matter deconfines before it percolates, and the high- limit, where there are three distinct phases characterizing Yang-Mills matter at finite temperature and density: confined, deconfined and confined but percolating matter. The latter can be thought of as the recently conjectured "quarkyonic phase". We attempt to estimate the critical , to see if the percolating phase can occur in our world. We find that,…
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