The Kudryashov technique is employed to extract several classes of solitary wave solutions
for the Joseph–Egri equation. The stability of the achieved solutions is tested. The numerical …

Recently, mathematicians, engineers, and scientists have explored the unique
characteristics and potential applications of multi-solitons, which is an expanding domain of …

The study aims to explore obliquely propagating optical wave solutions to the (2+ 1)-
dimensional chiral nonlinear Schrödinger (NLS) equation in both the absence and presence …

Solitary wave solutions of few nonlinear evolution equations Page 1 AIMS Mathematics, 5(2):
1199–1215. DOI: 10.3934/math.2020083 Received: 08 October 2019 Accepted: 05 January …

The study seeks to obtain new analytical solutions for the (2+ 1)-dimensional cubic Klein–
Gordon (cKG) equation using the beta derivative. By applying the unified method to the …

In order to figure out the interior construction and intricacy of nonlinear physical events in the
real world, exact solutions and traveling wave solutions of the nonlinear equations are very …

In this paper, we use the multiple exp-function method to explicity present traveling wave
solutions, double-traveling wave (DTW) solutions and triple-traveling wave solutions (TWs) …

The nonlinear evolution equations play a significant role in applied mathematics, including
ordinary and partial differential equations, which are frequently used in many disciplines of …

In this paper, we investigate the physical significance of the time regularised long wave
(TRLW) equation within the realm of mathematics. Other varieties of travelling wave …