Timelike V -Bertrand Curves in Minkowski 3-Space E 3

Abstract

In this paper, the timelike V -Bertrand curve, a new type Bertrand curve in Minkowski 3-space E 3 1 , is characterized. Based on the timelike V -Bertrand curve, the properties of the timelike T, N, and B Bertrand curves are obtained. From the timelike V -Bertrand curve, f-Bertrand curves and Bertrand surfaces are defined. We support the existence of these new curves and surfaces with examples. Finally, we discuss the results for further research.