Modelling and Analysis of the Fractional Order Ebola Virus Model with Caputo Fabrizio Derivative

Abstract

In this article, to monitor the rise in the public Ebola Virus, we will discuss the complex transmission and epidemic problems. The Caputo-Fabrizio fractional derivative operator of order Ω ∈ (0, 1] is used to obtain fractional differential equations structure. The stability of fractional order model is developed and unique non-negative solution is tested. The numerical simulations are performed by using an iterative technique. Sumudo transformation method is used to solve the fractional order model. The nature and stability of the ebola virus system with fractional order derivative is dealt mostly. In the form of Caputo-Fabrizio, a new approach to this form of biological model associated with derivative is applied. Some new results are being viewed with the help of Sumudo transformation.