On pseudo-hermitian biharmonic slant curves in sasakian space forms endowed with the tanaka-webster connection

Abstract

In this paper, we consider pseudo-Hermitian biharmonic slant curves in (2n + 1)-dimensional Sasakian manifolds endowed with the Tanaka-Webster connection. We investigate pseudo-Hermitian curvatures of slant curves in six different cases by solving differential equations and linear independency of Frenet frame vector fields. We also construct an example of pseudo-Hermitian slant curves in R-7(-3).