The study of magnetic curves, seen as solutions Lorentz equation, has been done mainly in 3-dimensional case, motivated by theoretical physics. Then it was extended higher dimensions, for instance K?hlerian or Sasakian frame. This paper deals the first time literature with Frenet curves dimensional paracontact context. Several classifications are provided here different types on para-Sasakian m...

The objective of this paper is to explore the complete lifts a quarter-symmetric metric connection from Sasakian manifold its tangent bundle. A relationship between Riemannian and bundle was established. Some theorems on curvature tensor projective with respect were proved. Finally, locally ?-symmetric manifolds studied.

In this article, a Ricci soliton and *-conformal are examined in the framework of trans-Sasakian three-manifold. beginning paper, it is shown that three-dimensional manifold type (?,?) admits where covariant derivative potential vector field V direction unit ? orthogonal to ?. It also demonstrated if structure functions meet ?2=?2, then constant multiple Furthermore, nature scalar curvature evo...