Accelerating expansion of the universe in modified symmetric teleparallel gravity
Raja Solanki, Avik De, Sanjay Mandal, P.K. Sahoo

TL;DR
This paper explores a modified gravity model, $f(Q)$ gravity, which can explain the universe's accelerated expansion without dark energy, by fitting observational data and analyzing cosmological parameters.
Contribution
It introduces a linear $f(Q)$ gravity model and demonstrates its ability to account for late-time cosmic acceleration using observational data analysis.
Findings
The model fits observational data well.
Predicts a transition from deceleration to acceleration.
Displays quintessence-like dark energy behavior.
Abstract
The fundamental nature and origin of dark energy are one of the premier mysteries of theoretical physics. In General Relativity Theory, the cosmological constant is the simplest explanation for dark energy. On the other hand, the cosmological constant suffers from a delicate issue so-called fine-tuning problem. This motivates one to modify the spacetime geometry of Einstein's GR. The gravity is a recently proposed modified theory of gravity in which the non-metricity scalar drives the gravitational interaction. In this article, we consider a linear model, specifically , where and are free parameters. Then we estimate the best fit values of model parameters that would be in agreement with the recent observational data sets. We use 57 points of the updated data sets, 6 points of the BAO data sets, and…
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