Coincidence Problem in f(T) Gravity Models
Prabir Rudra (Asutosh College)

TL;DR
This paper investigates how torsion in f(T) gravity models influences the coincidence problem, analyzing different interaction forms between dark energy and dark matter to identify models that can achieve a stationary universe scenario.
Contribution
It introduces a constraint framework to evaluate f(T) gravity models' ability to realize the coincidence scenario, considering various interaction terms and specific models.
Findings
Some models are compatible with the stationary scenario.
The exponential model requires phantom regime for coincidence.
Logarithmic and other models achieve stationarity with negative interaction values.
Abstract
In this assignment we try to probe the role played by torsion in the current scenario of coincidence and devise a set-up for its realization. In order to model the scenario, the energy arising from the torsion component is considered analogous to dark energy. An interaction between dark energy and dark matter is considered, which is by far the best possible tool to realize the coincidence. A set-up is designed and a constraint equation is obtained which screens the models of \textit{f(T)} gravity that can successfully accommodate the stationary scenario in its framework, from those which cannot. Due to the absence of a universally accepted interaction term introduced by a fundamental theory, the study is conducted over three different forms of chosen interaction terms. As an illustration two widely known models of \textit{f(T)} gravity are taken into consideration and used in the…
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