In this paper, we focus on some geometrical properties of the partially null slant helices in
semi-Euclidean 4-space. By structuring suitable height functions, we obtain the singularity …

In a theory of space curves, especially, a helix is the most elementary and interesting topic. A
helix, moreover, pays attention to natural scientists as well as mathematicians because of its …

In this paper, we study curves in the lightlike cone. First, we show that any curves in the
lightlike cone are spacelike or lightlike, and then we characterize some curves with special …

This paper investigates curves of stationary acceleration by using alternative frame which
includes the principal normal vector, the derivative of principal normal vector and the …

In this paper, we investigate the representation of curves on the lightlike cone Q 2 3 Q^3_2
in Minkowski space R 2 4 R^4_2 by structure functions. In addition, with this representation …

In this work, the geometric properties of non-null curves lying completely on spacelike
surface via its position vectors in the dimensional Minkowski 3-space\mathbb {R} _1^ 3 are …

In this paper, we investigate the representation of curves on the lightlike cone Q 2 3 in
Minkowski space R 2 4 by structure functions. In addition, with this representation, we …

In this work, the geometric properties of non-null curves lying completely on spacelike
surface via its position vectors in the dimensional Minkowski 3-space R< sub> 1 ³ are …

In this paper, we investigate the representation of curves on the lightlike cone ℚ³₂ in
Minkowski space ℝ⁴₂ by structure functions. In addition, with this representation, we …

Publication List Page 1 Publication List Martin Bohner Curators’ Distinguished Professor of
Mathematics and Statistics Department of Mathematics and Statistics Missouri University of …