In this paper, we present three formulations associated with the modified repulsive type
nonlinear Schrödinger NLS− equation in the h− lines and b− lines directions with respect to …

In this paper, intrinsic derivatives in the pseudo-Galilean normal and pseudo-Galilean
binormal directions with respect to the Frenet frame in the pseudo-Galilean 3-space G 1 3 …

In this paper, after presenting the type-1 PAF and PAFORS frames in the Minkowski 3-space,
the evolution of an electric field associated with the nonlinear heat system and the nonlinear …

In this paper we study the change an electric field in the normal and binormal directions with
respect to the null Cartan frame via anholonomic coordinates in Minkowski 3-space. We …

In this paper, three classes of curve evolution associated with the viscous modified nonlinear
Schrödinger equation in Minkowski 3-space are investigated. Following that, the hybrid …

In this paper, we study geometric phases for an electric field in Minkowski 3-space. In
particular, we consider Bishop 2-type frames of a spacelike and a timelike curve in …

In this paper, we give a new approach to the existence of a connection between the
geometry of moving curves and the soliton equation for a family of complex KdV type …

In this research, we analyze the Hasimoto map and some flow equations for spherical frame
(s-frame) in S 2 spherical space. Here, we first obtain Hasimoto map, which we call the s …

In this manuscript, we basically focus on the geometric dynamics of the charged particle
propagation through the spherical frame. To be able to investigate this process, we suppose …

The present study introduces an innovative link between integrable equations and the
motion of timelike curves within a three-dimensional Minkowski space. This study aims to …