This article possesses new exact wave structures to the Gilson–Pickering equation (GPE)
that describes the prorogation of waves in plasma physics. The solutions are achieved in …

In this article, we study the double chain deoxyribonucleic acid (DNA) system, the work will
be carried out via appropriate transformations. Distinct types of soliton solutions, namely …

In this article, the coupled Drinfeld–Sokolov–Wilson equation under investigation base on
computational approach named extension of modified rational expansion approach. By this …

In the present paper, the improved modified extended tanh-function method is employed to
get new exact traveling wave solutions for the doubly dispersive model. Several types of …

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

In this study, based on the Hirota bilinear form, the exact analytic solutions of the (3+ 1)
dimensional Vakhnenko–Parkes equation with various physical properties were constructed …

This article retrieves multiple lump, periodic cross kink, rogue wave, multiwave, breathers, M-
shaped and interactional solutions for generalized Vakhnenko Parkes (gVP) equation via …

Mathematical models of energy systems have been mostly represented by either linear or
nonlinear ordinary differential equations. This is consistent with lumped-parameter dynamic …

This study is concerned with the Radhakrishnan–Kundu–Lakshmanan equation which plays
an important role in modeling the propagation of the light pulses. Abundant optical soliton …

This work aims to explore the optical solitons of the Kaup–Newell model (KNM) which
describes the glamorous technology of sub-picosecond pulses that spread via single-mode …