Using Caputo-Fabrizio Derivative For The Transmission of Mathematical Model Epidemic Corona Virus

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Abstract
In just a matter of weeks, a rapidly spreading corona virus that originated in Wuhan, China, has infected more than 20,000 people and killed at least 427 worldwide. The virus is capable of spreading from person to person, and Chinese authorities are scrambling to treat a flood of new patients successfully. The virus has spread from an initial outbreak in Wuhan, China, to 25 other countries, and has resulted in the quarantine of at least 16 Chinese cities. In this article, we considered the mathematical model [1] in which Bats-Hosts-Reservoir-People and their transmission was taken, while we introduced the population of susceptible Bats and visitors to Wuhan city or any country in same mathematical model. Now two types of population are: first in [1] introducing susceptible Bats and second visitors to Wuhan city, china or any country. We used Caputo-Fabrizio derivative with provided result that the addition of susceptible Bats and visitors are not responsible in spread of infection. The numerical result also supposed our model.

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