Spacelike and Timelike Admissible Smarandache Curves in Pseudo-Galilean Space

TL;DR

This paper investigates spacelike and timelike Smarandache curves in pseudo-Galilean 3-space, deriving new curves from arbitrary and special curves, supported by examples and illustrations.

Contribution

It introduces the concept of Smarandache curves in pseudo-Galilean space and derives new classes of such curves from arbitrary and special curves.

Findings

Derived Smarandache curves for space and timelike cases.

Provided explicit examples and illustrations.

Extended the theory of Smarandache curves in pseudo-Galilean geometry.

Abstract

In this paper, space and timelike admissible Smarandache curves in the pseudo- Galilean 3-space are investigated. Also, Smarandache curves of the position vector of space and timelike arbitrary curve and some of its special curves in the pseudo- Galilean 3-space are obtained. To confirm our main results, some examples are given and illustrated.