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A Fractional Variable Order Model of COVID-19 Pandemic |
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PP: 475-484 |
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doi:10.18576/pfda/080409
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Author(s) |
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Nasser Sweilam,
Mohamed Khalil,
Amaal Sayed,
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Abstract |
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| 2020 has witnessed a rapidly spread pandemic COVID-19 which is one of the worst in the history of mankind. Scientists believe that COVID-19 spreads mainly from a person to another. Recent researches consider bats as a vector for COVID-19. This paper suggests a variable fractional order model for COVID-19 to figure out how bats and hosts interact, and how the seafood market affect people. The proposed model assumes that infection cannot be recovered. The basic reproduction number R0 for real data on reported cases in Wuhan China was computed. Disease-free equilibrium points and proposed model stability are studied.
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