Bertrand Curves and B-Lift Curves in Lorentzian 3-Space

Abstract

In this article, based on Thorpe’s definition, we define a new curve called the B-lift curve in Lorentzian
 3-space and examine the Frenet vectors of the B-lift curve. Furthermore, we examine the relationship between the
 Frenet vectors of the Bertrand curve and the Frenet vectors of the natural lift curve. Finally, we give an example on
 these results.

Some Integral Characterizations of Timelike Helices in R2^4

“…The curves are interpreted geometrically with the help of a frame in different spaces. There are many studies about curves and especially special curves in 4 2 [1][2][3][4][5][6][7]. The semi-Euclidean space 4 2 is the standard vector space given with the metric ,…”