$f(T)$ cosmology: From Pseudo-Bang to Pseudo-Rip
W. El Hanafy, Emmanuel N. Saridakis

TL;DR
This paper explores a comprehensive $f(T)$ cosmological model that describes a universe evolving from a Pseudo-Bang initial phase through inflation, bounce, and late-time acceleration, culminating in an everlasting Pseudo-Rip, with detailed dynamical and fluctuation analysis.
Contribution
It introduces a novel $f(T)$ model that captures the entire universe evolution from Pseudo-Bang to Pseudo-Rip, including bounce and inflation, with a reconstruction method based on second-order field equations.
Findings
Universe begins in a Pseudo-Bang phase with zero scale factor and constant Hubble parameter.
The model naturally incorporates inflation, bounce, and late-time acceleration.
Primordial fluctuations are sub-horizon initially and non-singular at phantom crossings.
Abstract
We investigate the complete universe evolution in the framework of cosmology. We first study the requirements at the kinematic level and we introduce a simple scale factor with the necessary features. Performing a detailed analysis of the phase portrait we show that the universe begins in the infinite past from a phase where the scale factor goes to zero but the Hubble parameter goes to a constant, and its derivative to zero. Since these features resemble those of the Pseudo-Rip fate but in a reverted way, we call this initial phase as Pseudo-Bang. Then the universe evolves in a first inflationary phase, a cosmological turnaround and a bounce, after which we have a second inflationary regime with a successful exit. Subsequently we obtain the standard thermal history and the sequence of radiation, matter and late-time acceleration epochs, showing that the universe will result in…
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