… After them, Ahmad and Lopez [1] and Ahmad and Melih [2] gave the definition of Gi (1 ≤ i
≤ n) functions and obtain a characterization of inclined curves and slant helices, that is, V1 …

… polynomial general helices in an arbitrary dimensional Euclidean space. First, we give a
method to construct helices from polynomial … be an arbitrary curve in the Euclidean n-space R …

… helices in (1) is true only for the case necessity but not true for the case sufficiency in Euclidean
n-space. … helices and restructure them with the necessary and sufficient condition [16]. …

… Furthermore, we give some new characterizations of the C-slant helix and prove that a …
concepts of the general helix, slant helix and a curve of constant precession in Euclidean 3-space…

… slant helices, timelike B1-slant helices, timelike B2-slant helices in four dimensional semi-Euclidean
space, R4 … in Euclidean n-space En [7]. Altunkaya found position vectors of non-null …

… In the following section, we give a new approach for the canal surfaces using their center
curves are spherical indicatrices of a given spatial curve. However; the Frenet frame are not …

… helix lying on the principal normal surface over the helix and a geodesic spacelike general
helix lying on … Yaylı, A new approach on curves of constant precession, Appl. Math. Comput. …

… direction vector field X we call this curve as a type-3 slant helix in 4-dimensional Euclidean
… Also we define new harmonic curvature functions and we give a vector field D which we call …

… with the unit and fixed direction vector field X we call this curve as a type-3 slant helix in 4-dimensional
Euclidean Space [E.sub.4]. Also we define new harmonic curvature functions and …

… introduce the method for generating the relatively normal-slant helix with the chosen direction
and … A new approach on helices in Euclidean n-space, Math. Commun. 2013; 18, 241-256. …