In this paper, we have studied proper conformal vector fields of pp-wave space-times in the f
(R) theory of gravity using algebraic and direct integration techniques. From this study, we …

The target of this paper is to study $ N (k) $-contact metric manifolds with some types of
conformal vector fields like $\phi $-holomorphic planar conformal vector fields and Ricci …

In this paper, we present a study of proper conformal vector fields of spatially homogeneous
rotating space-times in the f (R) theory of gravity. A total of six cases have been discussed in …

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 this paper, we characterize almost co-Kähler manifolds with a conformal vector field. It is
proven that if an almost co-Kähler manifold has a conformal vector field that is collinear with …

Geodesic vector fields and other distinguished vector fields on a Riemann manifold were
used in the study of free motions on such a manifold, and we applied the geometric Hamilton …

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 …

Conformal symmetries act as a source to investigate and classify exact solutions of the
Einstein field equations (EFEs) via conformal vector fields (CVFs). It is well known that such …

In this paper, we investigated the properties of conformal vector fields defined on a
Riemannian manifold. Given a conformal vector field X, we can define a skew-symmetric (1 …

Assuming the most general form of static spherically symmetric space-times, we search for
the conformal vector fields in f (R, G) gravity by means of algebraic and direct integration …