LVIM Approach to Analyse the Fractional Order Model for Childhood Diseases

By:

Pareek, Neelu

Contributor(s):

Material type:

Continuing resourcePublication details: Journal of Health Management; 2024Description: 624-631ISSN:

0972-0634

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Summary: In this article, the solution of a mathematical model of childhood diseases with the Jumarie fractional derivative is discussed by coupling the Laplace variational iteration method (LVIM). The solution of the proposed model not only exists but is also unique. The proposed model is dimensionally balanced as well as stable. This article aims to present an analytical approximation solution for non-linear fractional-order differential equations (FDEs) with the Jumarie derivative. The model has also demonstrated relevant numerical and graphical descriptions.

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Item type	Current library	Vol info	Status	Barcode
Article Index	Dr VKRV Rao Library	Vol. 26, No. 4	Not for loan	AI757

In this article, the solution of a mathematical model of childhood diseases with the Jumarie fractional derivative is discussed by coupling the Laplace variational iteration method (LVIM). The solution of the proposed model not only exists but is also unique. The proposed model is dimensionally balanced as well as stable. This article aims to present an analytical approximation solution for non-linear fractional-order differential equations (FDEs) with the Jumarie derivative. The model has also demonstrated relevant numerical and graphical descriptions.

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