In this study, the main purpose is to obtain pseudo quaternionic Lorentzian evolute-involute
curves on L_Q^ 4. In fact the pseudo quaternion is a quaternion which has 3-dimension and …

The aim of this paper is to discuss about the theory of involute and evolute of pseudo-null
and null curves in Minkowski space. We apply the Frenet equations of the pseudo-null and …

In this study, the representation formulas of non-null curves are primarily expressed in four
dimensional semi-Euclidean space E 2 4 and the non-null normal curves in E 2 4 are …

Obtaining a new curve from any curve is among the subjects that geometers work on a lot.
Involute and evolute curves also work with this logic. If the tangent vector at each point of a …

The theory of curves is one of the most fundamental topics in differential geometry. New and
interesting studies are being added every day on this subject, which never loses its …

The Euclidean space is a comprehensive space that has been discussed with the basic
information in the book" Euclid's Elements" written by Euclid in 300 BC, and has been …

A Survey for Envolute-Involute Partner Curves in Euclidean 3-Space Page 85 18th International
Geometry Symposium in Honour of Prof. Dr. Sadık KELEŞ July 12-13, 2021 İnönü University …