In this paper, position vector of a slant helix with respect to standard frame in Euclidean
space E 3 is studied in terms of Frenet equations. First, a vector differential equation of third …

This paper presents a new approach of constructing special ruled surfaces and aims to
study their developability and minimalist conditions. Our concept opens opportunities for …

In this study, original definitions of NC− Smarandache ruled surface and NW− Smarandache
ruled surface according to the alternative moving frame are introduced in E3. The main …

In this paper, a family of ruled surfaces generated by some special curves using a Frenet
frame of that curves in Euclidean 3-space is investigated. Some important results are …

In this paper, we define a new special curve in Euclidean 3-space which we call {\it $ k-$
slant helix} and introduce some characterizations for this curve. This notation is …

Special Curves According to Bishop Frame in Minkowski 3-Space Blog English EnglishGerman
Sciendo Logo Login Publish with us Subjects Architecture and DesignArtsBusiness and …

In this paper, translation surfaces generated by two arbitrary space curves in 3-dimensional
Euclidean space have been investigated. Furthermore, a classification of some special …

In the present paper, we consider a curve in Euclidean 3-space E3 as a curve whose
position vector can be written as linear combination of its Bishop frame. We characterize …

A study on null cartan curve in Minkowski 3-space Blog English EnglishGerman Sciendo Logo
Login Publish with us Subjects Architecture and DesignArtsBusiness and EconomicsChemistryClassical …

In this paper, the constant angle ruled surfaces (CARSs) gen# erated by Frenet frame
(tangent, normal and binormal) vectors, in Euclidean 3# space are investigated. Also …