We analyze soliton solutions and verify the Hirota N-soliton condition for the B-type
Kadomtsev–Petviashvili equation, within the Hirota bilinear formulation. A weight number is …

The purpose of this study is to find some novel soliton solutions of Fokas–Lenells (FL)
equation where the perturbation terms are taken into account with nonlinearity. The sine …

The nonlinear Schrödinger equation is the standard model in nonlinear optics. The pulse
propagation in an isotropic medium can be described by this equation. This paper reports …

In this paper, a diverse range of travelling wave structures of perturbed Fokas–Lenells
model (p-FLM) is obtained by using the extended (G'/G^ 2)(G′/G 2)-expansion technique …

This paper studies differential group delay in optical fibers with coupled Fokas–Lenells
equation. Two integration schemes are adopted. They are trial equation method and …

This paper retrieves dark, rational, periodic and combo soliton solutions that stem from
Fokas-Lenells equation which is studied with full nonlinearity. These solitons appear with …

New optical soliton solutions for the coupled conformable Fokas–Lenells equation with
spatio-temporal dispersion are obtained via Atangana's derivative operator using an …

This paper considers the coupled Fokas–Lenells equation, which is used to study the
transmission of signals through a polarization-preserving optical fibre. Its several solutions …

The aim of this work is to analyze and explore the dynamics of two extensions of the
Bogoyavlenskii–Schieff equation. The Hirota bilinear method is applied to the equations that …

Lump solutions are one of the most common solutions for nonlinear evolution equations.
This study aspires to investigate the generalized Hietarintatype equation. We auspiciously …