ABSTRACT
This paper is based on a model of conformable fractional differential equation which explains the dynamics of certain epidemics. In this paper, we divide the population into susceptible, exposed, infectious, and recovered, and describe the treatment modalities. The analytical study of the present model shows two types equilibrium points (first is disease-free equilibrium and the second is endemic equilibrium). For both cases, local asymptotic stability has been proven. In the conclusion we present the numerical simulation.
