We explore the recently introduced modified Gauss–Bonnet gravity (Sharif and Ikram in Eur
Phys JC 76: 640, 2016), f (G, T) f (G, T) pragmatic with GG, the Gauss–Bonnet term, and T …

This paper is devoted to investigate the recently proposed modified Gauss–Bonnet f (𝒢, T)
gravity, with 𝒢, the Gauss–Bonnet term, coupled with T, the trace of energy–momentum …

This paper investigates the geometry of compact stellar objects through the Noether
symmetry approach in the energy‐momentum squared gravity. This newly developed theory …

This paper explores exact cosmological solutions of anisotropic universe model through
Noether symmetry technique in energy-momentum squared gravity. This theory resolves the …

In this paper, we will trace the development of the use of symmetry in discussing the theory
of motion initiated by Emmy Noether in 1918. Though it started with its use in classical …

The main purpose of this article is to analyze some physically viable solutions through the
Noether symmetry technique in f (R, T 2) theory. For this perspective, we assume a …

In this paper, we analyze Dirac fermions in Gödel-type background space-times with torsion.
We also consider the Gödel-type space-times embedded in a topological defect …

This work aims to investigate some possible emergence of relativistic compact stellar objects
in modified f (G) gravity using Noether symmetry approach. For this purpose, we assume …

We carried out a detailed group classification of the potential in Klein–Gordon equation in
anisotropic Riemannian manifolds. Specifically, we consider the Klein–Gordon equations for …

The Noether gauge symmetries of geodesic Lagrangian for the pp-wave spacetimes are
determined in each of the Noether gauge symmetry classes of the pp-wave spacetimes. It is …