Maccari's system serves as a valuable tool in various mathematical disciplines, contributing
to the understanding of complex dynamics, control theory, synchronization phenomena, and …

This study deals the dynamics of waves to the conformable fractional (2+ 1)-dimensional
Nizhnik–Novikov–Veselov (NNV) equations. The (2+ 1)-dimensional NNV equations are the …

Learned from wrinkle wave motions, we concentrated on bifurcation phenomena in
substrate-supported graphene sheets by obtaining the bifurcation solitons of thermophoretic …

We study the propagation of M-shaped solitons and kink-periodic waves in an optical fiber
medium exhibiting Kerr dispersion and quintic nonlinearity by applying the symbolic …

Abstract This paper studies the (1+ 1)-dimensional Kuramoto–Sivashinsky equation (1D-
KSE) also known as canonical evolution equation within the context of flame front …

This template recoups one-soliton transformation, two and N-solitons interactions through
Hirota bilinear method (HBM) for a new (3+ 1)-dimensional nonlinear Schrödinger equation …

In this work, by applying the symbolic computation with ansatz functions approach and
logarithmic transformation, we investigate the analytical rational solitons of the mixed Chen …

We investigate the rational solitons of the nonlinear (3+ 1)-dimensional Geng (NG)-equation
via symbolic computation with ansatz functions technique and the logarithmic …

This article studies the propagation of the short pulse optical model governed by higher
order nonlinear Schrödinger equation (HNLSE) with non-Kerr nonlinearity. The model is …

The study of solitons including their stability, presence, validity and strength with constant
increasing research is not forgettable in this era. In this research paper, we explore solitary …