This article explores the application of the reduced differential transform method (RDTM) for
the computational solutions of two fractional-order cancer tumor models in the Caputo …

An efficient finite difference approach is adopted to analyze the solution of a novel fractional-
order mathematical model to control the co-circulation of double strains of dengue and …

In this article, the q-deformed Sinh–Gordon equation has been investigated using exp (− ϕ
(ξ))-expansion and the generalized projective Riccati equations (GPRE) methods. These …

In the present work, the q-deformed Sinh-Gordon equation considered by performing new
extended generalized Kudryashov method and improved tan (Φ 2)-expansion method …

This paper explores the exact solutions of the fractional Hirota–Satsuma coupled KdV
(fHScKdV) equation in the Beta fractional derivative. The logistic method is first proposed to …

It is well known that the celebrated Kadomtsev‐Petviashvili (KP) equation has many
important applications. The aim of this article is to use fractional KP equation to not only …

Soliton dynamics and nonlinear phenomena in quantum deformation has been investigated
through conformal time differential generalized form of q deformed Sinh-Gordon equation …

In this paper, we will use the exp (-Φ (η))-expansion method to obtain the solitonic wave
solution in the sense of the truncated M-fractional Schrödinger–KdV equation. The provided …

In this paper, the (2+ 1)-dimensional q-deformed Sinh-Gordon model has been investigated
via (G′ G, 1 G)-expansion and Sine-Gordon-expansion methods. These techniques …

Abstract This study investigates the (3+ 1)-dimensional extended Kairat-II model using Lie-
Bäcklund symmetry (LBS) and the improved modified extended tanh-function approach …