Abstract
In this paper, we prove that there are no pseudo null Bertrand curve with curvature functions k1(s) = 1; k2(s) 0 and k3(s) other than itself in Minkowski space- time E 4 and by using the similar idea of Matsuda and Yorozu (13), we define a new kind of Bertrand curve and called it pseudo null (1; 3)-Bertrand curve. Also we give some characterizations and an example of pseudo null (1; 3)-Bertrand curves in Minkowski space- time.
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