Nonlocal differential and integral operators with fractional order and fractal dimension have
been recently introduced and appear to be powerful mathematical tools to model complex …

This paper aims to determine some novel solitary wave solutions of the Chaffee–Infante
equation, which have not yet been presented for this equation. This equation arises in …

This article presents soliton solutions to a generalized nonlinear Fokas-Lenells equation via
the Sine-Gordon expansion method. To uncover the clear picture of the gained solutions, the …

Through five latest numerical schemes (Adomian decomposition (AD), El Kalla (EK), cubic B-
spline (CBS), expanded Cubic B-Spline (ECBS), exponential cubic B-spline (ExCBS), this …

In this paper, the stable analytical solutions' accuracy of the nonlinear fractional nonlinear
time–space telegraph (FNLTST) equation is investigated along with applying the …

In this paper, the generalized Jacobi elliptical functional (JEF) and modified Khater (MK)
methods are employed to find the soliton, breather, kink, periodic kink, and lump wave …

This paper investigates the analytical solutions of the perturbed nonlinear Schrödinger
equation through the modified Khater method. This method is considered one of the most …

In this paper, a nonlinear fractional emerging telecommunication model with higher–order
dispersive cubic–quintic is studied by using two recent computational schemes. This kind of …

This research employs recent and precise computational techniques to identify new and
accurate solitary wave solutions of the modified Korteweg-de Vries-Kadomtsev-Petviashvili …

This manuscript employs the trigonometric Quintic B‐spline (TQBS) scheme for investigating
the numerical solution of the conformable fractional nonlinear time‐space telegraph …