Conformable and fractal-fractional power-law modeling of coronavirus

Abstract

Coronavirus, in recent times, has been noticed to be highly contagious killing a lot of people in the world. This has attracted global attention because of its negative effect on the global economy. This paper seeks to examine the disease in the light of both conformable and fractal fractional derivative in Livioullile--Caputo order sense. The bounded solution of the model is established. The steady states of the model examined and detailed numerical schemes for each method derivatives are presented. It is established that fractional orders have significant roles in the dynamics of the coronavirus spread in the communities. The numerical result suggests that each fractional derivative provides quality qualitative information on the Coronavirus menace.