Mathematical Modeling of Dengue Virus Control and Vaccination Method

Abstract

Algebraic modeling the infectious syndrome is expedient to nurture the appliance in pardon method syndrome suckers and in pardon method splendid. Now consume deliberate in ascending order the dengue virus. Now edge the totally limitless Non-Standard Finite Difference (NSFD) construction bound for a mathematical typical the dengue virus. The explain numerical display is limited, dynamically label and comprise the positivity of the explanation, who is central rations so modeling a dominant infectious. The contrast amongst the original Non-Standard Finite Change erection, Euler technique and Runge-Kutta organization of instruction four (RK-4) parades the worth of the proposed Non-Standard Finite Change scheme. Explicit NSFD scheme displays meeting the careful evenness truths of the perfect for any value increase or decrease but Euler and RK-4 fail for huge change value.

Keywords: Dengue Virus, Dynamical System, Numerical Modeling, Convergence.

DOI: 10.7176/MTM/9-4-01

Publication date: April 30^th 2019.