A numerical method for solving the Rubella ailment disease model
A. M. S. Mahdy, Khaled A. Gepreel, Kh. Lotfy, Alaa A. El‐Bary
Abstract
In this paper, we work on the fundamental collocation strategy using the moved Vieta–Lucas polynomials type (SVLPT). A numeral method is used for unwinding the nonlinear Rubella illness Tributes. The quality of the SVLPT is presented. The limited contrast system is used to understand the game plan of conditions. The mathematical model is given to attest the resolute quality and ampleness of the recommended procedure. The oddity and meaning of the outcomes are cleared utilizing a 3D plot. We examine free sickness harmony, security balance point and the presence of a consistently steady arrangement.
Topics & Concepts
ClearanceRubellaComputer scienceApplied mathematicsMathematicsMathematical optimizationMedicineMeaslesPathologyUrologyVaccinationMathematical and Theoretical Epidemiology and Ecology ModelsFractional Differential Equations Solutions