Conditional entropy of glueball states
Alex E. Bernardini, Nelson R. F. Braga, Roldao da Rocha
TL;DR
This paper calculates the conditional entropy of glueball states using a holographic AdS/QCD model to analyze their stability based on spin and mass variations.
Contribution
It introduces a holographic approach to evaluate the conditional entropy of glueball states, linking stability to their spin and mass.
Findings
Conditional entropy varies with glueball spin and mass.
Higher spin states show different stability patterns.
Provides a holographic framework for glueball analysis.
Abstract
The conditional entropy of glueball states is calculated using a holographic description. Glueball states are represented by a supergravity dual picture, consisting of a 5-dimensional graviton-dilaton action of a dynamical holographic AdS/QCD model. The conditional entropy is studied as a function of the glueball spin and of the mass, providing information about the stability of the glueball states.
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