Numerical Solution of Some COVID-19 Models

Numerical Solution of Some COVID-19 Models

This paper presents a two-step Bernstein induced scheme for the numerical solution of some COVID-19 models. The scheme is developed via collocation and interpolation techniques invoked on Bernstein polynomials; the proposed scheme is consistent, between orders four and three. This method can estimat...

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Veröffentlicht in:Journal of Advances in Mathematics and Computer Science 2023-07, Vol.38 (9), p.1-8
Hauptverfasser: A. O., Adeniran, I. O., Longe, Aderinsola, Adelegan
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Aderinsola, Adelegan
description This paper presents a two-step Bernstein induced scheme for the numerical solution of some COVID-19 models. The scheme is developed via collocation and interpolation techniques invoked on Bernstein polynomials; the proposed scheme is consistent, between orders four and three. This method can estimate the approximate solution at step points simultaneously by using variable step size. A numerical implementation of the scheme was used on the COVID-19 model, and this showed that the scheme can be conveniently applied to some mathematical models of COVID-19.
doi_str_mv 10.9734/jamcs/2023/v38i91799
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