In this article Hasimoto surfaces in Galilean space G_ 3 G 3 will be considered, Gauss
curvature (K) and Mean curvature (H) of Hasimoto surfaces χ= χ (s, t) χ= χ (s, t) will be …

In this paper, we construct helicoidal surfaces in the three dimensional Galilean space G 3.
The First and the Second Fundamental Forms for such surfaces will be obtained. Also, mean …

In this paper, we derive the necessary and sufficient conditions of surface pencil pair
interpolating Bertrand pair as common asymptotic curves in Galilean space G3. Moreover …

This paper deals with generalized tube surfaces (GTs) and their geometric properties in
pseudo‐Galilean 3‐space. We classify these surfaces into two types. We firstly compute the …

The evolution equations of some forms of admissible curves in the pseudo-Galilean Space
G1 3 are investigated in this paper. In more detail, we use two separate methods to obtain …

The aim of this paper is to prove that the distance function of every Frenet curve in G 3
satisfies a 4-th order differential equation. Also, we show that if α is a unit speed Frenet curve …

© 2023 Tech Science Press. All rights reserved. In this paper, we define the curve rλ= r+ λd
at a constant distance from the edge of regression on a curve r (s) with arc length parameter …

In this article, first, we give the definition of normal curves in 4-dimensional Galilean space G
4. Second, we state the necessary condition for a curve of curvatures τ (s) and σ (s) to be a …

In this paper, regarding α and β, we examine some special ruled surfaces in (α, β)-type
normal almost contact metric (briefly acm) manifolds whose base curves are almost contact …

In this paper, we define the curve=+ at a constant distance from the edge of regression on a
curve () with arc length parameter in Galilean 3-space. Here, is a non-isotropic or isotropic …