Geometrically contracted structure in teleparallel f(T) gravity

In the teleparallel $f(T)$ gravity scenario, we consider a five-dimensional thick brane. This scenario is interesting because this theory can provide explanations for inflation, radiation, and dark matter under certain conditions. It convenient to assume, our study, polynomial profile of function $f(T)$. Indeed, some profiles produce internal structures which brane splitting occurs. For functions with capability, geometrically contracted field configurations are obtained. These contractions reproduce compact-like settings. To complement analyze stability using concept Configurational Entropy (CE). The CE arguments they tell us most stable likely from in gravitational background. Therefore, indicate best