Abstract The Caudrey–Dodd–Gibbon (CDG) model, a variation of the fifth–order KdV
equation (fKdV) with significant practical consequences, is solved in this study using a …

The current work attempts to apply an accurate and numerical strategy to obtain analytical
and approximation soliton solutions to a significant version of the fifth-order KdV equation …

In this projected paper, we study on the Ivancevic option pricing model. We apply two
important methods, namely, rational sine-Gordon expansion method which is recently …

Nonlinear evolution equations (NLEEs) are frequently employed to determine the
fundamental principles of natural phenomena. Nonlinear equations are studied extensively …

Fractional calculus is at this time an area where many models are still being developed,
explored, and used in real-world applications in many branches of science and engineering …

Abstract The (2+ 1)-dimensional Nizhnik–Novikov–Veselov equation is a significant model
that describes the behaviour of conserved scalar nucleons and their connection to neutral …

This research article is a study of the (3+ 1)-dimensional Vakhnenko-Parkes equation that
governs the propagation of high-frequency waves in a relaxing medium. To find a variety of …

Nonlinear phenomena are common in nonlinear sciences and physical engineering, such
as ocean engineering and marine physics, as well as fluid dynamics. Nonlinear partial …

In the case of negligible viscosity and surface tension, the B-KP equation shows the
evolution of quasi-one-dimensional shallow-water waves, and it is growingly used in ocean …

In this paper, we conduct qualitative and quantitative analysis to Ito system by the complete
discrimination system for polynomial method (CDSPM). Through the traveling wave …