Through the previous three editions, Handbook of Differential Equations has proven an
invaluable reference for anyone working within the field of mathematics, including …

The main purpose of this paper is to solve the nonlinear Schrödinger equation using some
suitable analytical and numerical methods such as Sumudu transform, Adomian …

Compartment models are implemented to understand the dynamic of a system. To analyze
the models, a numerical tool is required. This manuscript presents an alternative numerical …

In this paper, a five-dimensional treatment model of a tumor–immune interaction system is
considered. The main purpose of the study is to obtain the approximate solution of the …

This paper provides a mathematical fractional‐order model that accounts for the mindset of
patients in the transmission of COVID‐19 disease, the continuous inflow of foreigners into …

This work presents the novel Leal-polynomials (LP) for the approximation of nonlinear
differential equations of different kind. The main characteristic of LPs is that they satisfy …

This endeavor aims to present a new comprehensive technique to compute the approximate
solutions of Painlevé type differential equations (P-type-DE) with arbitrary order. The …

Several scientific and engineering applications are usually described as integral equations.
A new approach for solving the type of linear and nonlinear Fredholm integral equation of …

This research investigates the Vibro-thermoacoustic dynamics exhibited by Aerostructures,
particularly those harbouring surface cracks. Employing a novel approach, a Thermo …

Aquesta tesi explora l'aplicació dels aproximants de Padé i D-Log Padé a la cromodinàmica
quàntica (QCD), centrant-se en el seu potencial per modelar funcions divergents mantenint …