# Can we constrain the dark energy equation of state parameters using configuration entropy?

## TL;DR

This paper introduces a novel method using the evolution of configuration entropy to constrain dark energy equation of state parameters, analyzing various models and establishing relations between entropy features and model parameters.

## Contribution

It proposes a new scheme based on configuration entropy evolution to constrain dark energy parameters, providing analytical relations for the entropy minimum's location and magnitude.

## Key findings

- The derivative of configuration entropy shows a minimum in dynamical dark energy models.
- The minimum's magnitude depends on the parametrization and parameters.
- The minimum's location is primarily dependent on the parameters, not the form of parametrization.

## Abstract

We propose a new scheme for constraining the dark energy equation of state parameter/parameters based on the study of the evolution of the configuration entropy. We analyze a set of one parameter and two parameter dynamical dark energy models and find that the derivative of the configuration entropy in all the dynamical dark energy models exhibit a minimum. The magnitude of the minimum of the entropy rate is decided by both the parametrization of the equation of state as well as the associated parameters. The location of the minimum of the entropy rate is less sensitive to the form of the parametrization but depends on the associated parameters. We determine the best fit equations for the location and magnitude of the minimum of the entropy rate in terms of the parameter/parameters of the dark energy equation of state. These relations would allow us to constrain the dark energy equation of state parameter/parameters for any given parametrization provided the evolution of the configuration entropy in the Universe is known from observations.