Numerous complex situations arising from science and engineering are modeled by integral-
differential equations (IDEs). Examples of these situations include mathematical modeling of …

The complex Hirota-dynamical model (CHDM) has applications in the study of plasma
physics, the investigation of fusion energy, astrophysical research, and space studies. The …

The one-dimensional long water wave propagation in a nonlinear medium, including the
dispersion process, is well simulated by the fractional-order modified equal-width (MEW) …

Nonlinear partial differential equations (NLPDEs) are widely utilized in engineering and
physical research to represent many physical processes of naturalistic occurrences. In this …

A study on stochastic longitudinal wave equation in a magneto-electro-elastic annular bar to find
the analytical solutions - IOPscience Skip to content IOP Science home Accessibility Help …

The propagation of waves in dispersive media, liquid flow containing gas bubbles, fluid flow
in elastic tubes, oceans and gravity waves in a smaller domain, spatio-temporal rescaling of …

The nonlinear fractional model, videlicet, the space–time fractional (2+ 1)-dimensional
fractional Bogoyavlenskii equations is an important nonlinear mathematical model to …

The main intension of this paper is to extract new and further general analytical wave
solutions to the (2+ 1)-dimensional fractional Ablowitz-Kaup-Newell-Segur (AKNS) equation …

We present new exact solutions for the (1+ 1)-dimensional Kaup-Kupershmidt (KK) equation
by employing method of double (G/G, 1/G)-expansion. We express solutions by hyperbolic …

In this paper, the double (G'/G, 1/G)-expansion method is employed to establish explicit
general solutions of the nonlinear (2+ 1)-dimensional soliton equation. A variety of exact …