The glue-ball spectrum of pure percolation
Stefano Lottini, Ferdinando Gliozzi
TL;DR
This paper conducts a high-precision numerical analysis of 3D percolation as a confining gauge theory, determining low-lying mass spectra across different spin channels using advanced correlation matrix techniques.
Contribution
It introduces a novel high-precision numerical approach to study the glue-ball spectrum in 3D percolation, treating it as a confining gauge theory.
Findings
Accurate determination of low-lying masses in various spin channels.
Demonstration of percolation as a confining gauge theory.
Use of large correlation matrices among Wilson loops.
Abstract
We present a high-precision numerical study of 3D random percolation viewed as a confining gauge theory. Using large correlation matrices among multiform Wilson loops we determine the low-lying masses in various spin channels.
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