[HTML][HTML] New soliton solutions for the space-time fractional modified third order Korteweg–de Vries equation
In present research work, the soliton solutions of the space-time fractional modified third
order Korteweg–de Vries (KdV) equation are explored by Sardar-subequation method …
order Korteweg–de Vries (KdV) equation are explored by Sardar-subequation method …
[HTML][HTML] Abundant solitary wave solutions for space-time fractional unstable nonlinear Schrödinger equations and their applications
The unstable nonlinear Schrödinger models illustrate the time evolution of disturbances in
marginally stable or unstable media. In this article, an improved auxiliary equation method is …
marginally stable or unstable media. In this article, an improved auxiliary equation method is …
Exploring the dynamical behaviour of optical solitons in integrable kairat-II and kairat-X equations
The current research focusses on the establishment of an analytical approach known as the
Riccati Modified Extended Simple equation Method (RMESEM) for the development and …
Riccati Modified Extended Simple equation Method (RMESEM) for the development and …
Adequate soliton solutions to the space–time fractional telegraph equation and modified third-order KdV equation through a reliable technique
The space–time fractional Telegraph equation and the space–time fractional modified third-
order Kdv equations are significant molding equations in theoretic physics, mathematical …
order Kdv equations are significant molding equations in theoretic physics, mathematical …
Diverse acoustic wave propagation to confirmable time–space fractional KP equation arising in dusty plasma
Abstract In this study, the (3+ 1)-dimensional fractional time–space Kadomtsev–Petviashivili
(FTSKP) equation is considered and analyzed analytically, which propagates the acoustic …
(FTSKP) equation is considered and analyzed analytically, which propagates the acoustic …
[HTML][HTML] Analytical novel solutions to the fractional optical dynamics in a medium with polynomial law nonlinearity and higher order dispersion with a new local …
Novel solutions for the nonlinear dynamics of Schrödinger equation for polynomial law
medium with third-order dispersion (TOD), fourth-order dispersion (FOD), and self …
medium with third-order dispersion (TOD), fourth-order dispersion (FOD), and self …
Novel soliton solutions of two-mode sawada-kotera equation and its applications
The Sawada-Kotera equations illustrate the non-linear wave phenomena in shallow water,
ion-acoustic waves in plasmas, fluid dynamics, etc. In this article, the two-mode Sawada …
ion-acoustic waves in plasmas, fluid dynamics, etc. In this article, the two-mode Sawada …
Construction of novel bright-dark solitons and breather waves of unstable nonlinear Schrödinger equations with applications
The unstable nonlinear Schrödinger equations (UNLSEs) are universal equations of the
class of nonlinear integrable systems, which reveal the temporal changing of disruption in …
class of nonlinear integrable systems, which reveal the temporal changing of disruption in …
Closed-form solutions of stochastic KdV equation with generalized conformable derivatives
AH Soliman, AA Hyder - Physica Scripta, 2020 - iopscience.iop.org
With the assistance of Hermite transform, we use the Exp-function technique to solve the
Wick-type stochastic KdV equation with a generalized type of conformable derivatives. The …
Wick-type stochastic KdV equation with a generalized type of conformable derivatives. The …
Novel traveling wave solutions and stability analysis of perturbed Kaup-Newell Schrödinger dynamical model and its applications
We study the traveling wave and other solutions of the perturbed Kaup–Newell Schrödinger
dynamical equation that signifies long waves parallel to the magnetic field. The wave …
dynamical equation that signifies long waves parallel to the magnetic field. The wave …