Refinements of the Weyl pure geometrical thick branes from information-entropic measure

TL;DR

This paper uses configurational entropy to analyze the Weyl pure geometrical thick brane model, identifying critical points and establishing bounds on model parameters through an information-theoretic approach.

Contribution

It introduces the application of configurational entropy to refine bounds on parameters in the Weyl geometrical brane model, highlighting the role of information measures in theoretical physics.

Findings

Critical points of configurational entropy identified for brane width parameters

Stricter bounds on Weyl brane parameters derived from CE analysis

Configurational entropy provides insights into the stability and structure of the brane model

Abstract

This letter aims to analyse the so-called configurational entropy in the Weyl pure geometrical thick brane model. The Weyl structure plays a prominent role in the thickness of this model. We find a set of parameters associated to the brane width where the configurational entropy exhibits critical points. Furthermore, we show, by means of this information-theoretical measure, that a stricter bound on the parameter of Weyl pure geometrical brane model arises from the CE.