Author: Ahmad, Wasim; Sarwar, Muhammad; Shah, Kamal; Ahmadian, Ali; Salahshour, Soheil
Title: Fractional order mathematical modeling of novel corona virus (COVIDâ€19) Cord-id: sxtq7bs7 Document date: 2021_2_3
ID: sxtq7bs7
Snippet: In this manuscript, the mathematical model of COVIDâ€19 is considered with eight different classes under the fractionalâ€order derivative in Caputo sense. A couple of results regarding the existence and uniqueness of the solution for the proposed model is presented. Furthermore, the fractionalâ€order Taylor's method is used for the approximation of the solution of the concerned problem. Finally, we simulate the results for 50 days with the help of some available data for fractional differenti
Document: In this manuscript, the mathematical model of COVIDâ€19 is considered with eight different classes under the fractionalâ€order derivative in Caputo sense. A couple of results regarding the existence and uniqueness of the solution for the proposed model is presented. Furthermore, the fractionalâ€order Taylor's method is used for the approximation of the solution of the concerned problem. Finally, we simulate the results for 50 days with the help of some available data for fractional differential order to display the excellency of the proposed model.
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