The Mathematical Analysis of the New Fractional Order Ebola Model

This research study focuses on the analytical behavior and numerical computation of the fractional order Ebola model. In this study we have calculated the conditions for the existence, uniqueness, and stability of the solution with the help of the fixed point results. In addition to this, we calculated the numerical solution of the fractional order smoke model with the help two-step fractional Adam’s Bashforth method using the Caputo’s fractional derivative of order μ . Furthermore, the results obtained for different orders of the fractional derivative μ have been shown graphically with the help of Matlab.