Volume : VII, Issue : VII, July - 2017

DYNAMICAL BEHAVIOR IN A FRACTIONAL ORDER EPIDEMIC MODEL

A. George Maria Selvam, D. Abraham Vianny, S. Britto Jacob

Abstract :

 Fractional order SIR epidemic model is considered for dynamical analysis. The basic reproductive number is established and an analysis is carried out to study the stability of the equiliium points. The time plots and phase portraits are provided for different sets of parameter values. Numerical simulations are presented to illustrate the stability analysis using Generalized Euler method. < clear="all" style="page–eak–before:always; mso–eak–type:section–eak" />

Article: Download PDF   DOI : 10.36106/ijar  

Cite This Article:

A.George Maria Selvam, D. Abraham Vianny, S. Britto Jacob, DYNAMICAL BEHAVIOR IN A FRACTIONAL ORDER EPIDEMIC MODEL, INDIAN JOURNAL OF APPLIED RESEARCH : Volume‾7 | Issue‾7 | July‾2017


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