This article applies the homotopy perturbation transform technique to analyze fractional-
order nonlinear fifth-order Korteweg–de-Vries-type (KdV-type)/Kawahara-type equations …

In this work, the novel iterative transformation technique and homotopy perturbation
transformation technique are used to calculate the fractional‐order gas dynamics equation …

In this paper, the Elzaki transform decomposition method is implemented to solve the time-
fractional Swift–Hohenberg equations. The presented model is related to the temperature …

This paper aims to implement an analytical method, known as the Laplace homotopy
perturbation transform technique, for the result of fractional‐order Whitham–Broer–Kaup …

In this article, the new iterative transform technique and homotopy perturbation transform
method are applied to calculate the fractional‐order Cauchy‐reaction diffusion equation …

In this paper, we investigate the numerical solution of the Fornberg‐Whitham equations with
the help of two powerful techniques: the modified decomposition technique and the modified …

This article introduces modified semianalytical methods, namely, the Shehu decomposition
method and q‐homotopy analysis transform method, a combination of decomposition …

This work aims at a new semi-analytical method called the variational iteration transform
method for investigating fractional-order Emden–Fowler equations. The Shehu …

This work applies a novel analytical technique to the fractional view analysis of coupled
Burgers equations. The proposed problems have been fractionally analyzed in the Caputo …

In this paper, we construct a system for analysis of an analytic solution of fractional fuzzy
solitary wave solutions for the Korteweg–De Vries (KdV) equation. We apply the iterative …