In this paper we present two new classes of solutions describing compact objects within the
framework of five‐dimensional Einstein‐Gauss‐Bonnet (EGB) gravity. We employ the …

The present article discusses a charged spherical solution in modified f (G, T) gravity under
the embedding class I condition, where f (G, T)= G 2+ χ T, where G is a Gauss–Bonnet term …

In this work, a non-singular spherically symmetric charged anisotropic stellar object has
been obtained in the context of f (R, T)-gravity theory. The field equations in modified f (R, T) …

We provide the modified TOV equations for the hydrostatic equilibrium of charged compact
stars within the metric f (R) gravitational background. We adopt the MIT bag model EoS for …

The paper discusses novel solutions of Einstein–Maxwell field equations by describing the
static spherically symmetric isotropic matter distributions and electrifying a well-known …

The aim of this paper is to study the charged anisotropic strange stars in the Rastall
framework. Basic formulation of field equations in this framework is presented in the …

A new exact solution for Einstein field equations describing a neutral stellar sphere with
anisotropy present is generated. The spacetime is considered to be static and spherically …

Abstract For the Einstein-Maxwell equation system, with perfect fluid in a static and
spherically symmetrical spacetime, we report an analytical internal solution which is …

It is shown that the expressions for the tangential pressure, the anisotropy factor and the
radial pressure in the Einstein–Maxwell equations may serve as generating functions for …

We present a rigorous study of compact objects within f (Q) gravity where electrical fields
and dark matter are studied and provide novel mass–radius relations with models falling in …