In the realm of the torsion-dependent extended theory of gravity, we investigate the
spherically symmetric and static self-gravitating structures of the anisotropic fluid. For the …

In the present article anisotropic solutions with vanishing complexity in the framework of f (Q)
gravity are generated. At first, the field equations in f (Q)-gravity are gravitationally …

In this work, we construct a new stellar model in the regime of anisotropic fluid pressure
using the concept of vanishing complexity for spherically symmetric fluid distributions …

We review a recently proposed definition of complexity of the structure of self–gravitating
fluids, and the criterium to define the simplest mode of their evolution [,]. We analyze the …

In this work we model the compact stars in the context of Rastall theory using the Tolman
Kuchviz type metric. For this research work we have selected three different compact stars …

For the first time, we have presented in detail the comparative studies of embedding class
one (CO), conformally flat (CF), vanishing complexity factor (COM), and conformally …

This study deals with the physical aspects of the gravitationally decoupled solutions under f
(ℛ) gravity scenario. In doing so, charged anisotropic matter composition is assumed as the …

In this study, normal, phantom scalar fields (SF) and massive scalar field (MSF) solutions
were investigated in f (R, T) and General Relativity theories (GRT) for inhomogeneous and …