In this paper, we investigate conformal Killing vectors (CKVs) admitted by some plane
symmetric spacetimes. Ten conformal Killing's equations and their general forms of CKVs …

The purpose of this paper is to find conformal vector fields of some perfect fluid Kantowski–
Sachs and Bianchi type III spacetimes in the f (R) theory of gravity using direct integration …

In this paper, Bianchi type I space-times in the f (R) theory of gravity are classified via
conformal vector fields using algebraic and direct integration techniques. In this …

The aim of this paper is to find proper conformal vector fields of some Bianchi type II
spacetimes in the f (R) theory of gravity using direct integration technique. In this study …

We first find the dust solutions of static plane symmetric spacetimes in the theory of f (R)
gravity. Then using the direct integration technique on the solutions obtained, we deduce the …

Nonstatic plane symmetric spacetimes are considered to study conformal vector fields (VFs)
in the f (R) theory of gravity. Firstly, we investigate some proper nonstatic plane symmetric …

In the f (G) theory of gravity, we classify static plane symmetric perfect fluid space-times via
proper conformal vector fields (CVFs) using algebraic and direct integration approaches …

In this paper, we classify proper non-static cylindrically symmetric (CS) perfect fluid space-
times via conformal vector fields (CVFs) in the f (R) gravity. In order to classify the space …

The aim of this paper is to investigate the conformal vector fields (CVFs) for some vacuum
classes of static spherically symmetric space-times in f (T, B) gravity. First, we have explored …

The aim of this paper is to classify non-conformally flat static plane symmetric (SPS) perfect
fluid solutions via proper conformal vector fields (CVFs) in f (T) gravity. For this purpose, first …