Theoretical analysis of a covid-19 cf-fractional model to optimally control the spread of pandemic

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    The epidemic compartmental model has symmetry in the sense that the differential equations of the model are developed on the principle that the rate of change of individuals in a particular compartment is equal to the inflow of individuals minus the outflow of individuals. Mathematical models and their analyses help in understanding disease transmission mechanisms and in efficiently controlling the spread of diseases. A fractional model that involves fractional derivatives makes it simple and accurate to describe physical phenomena that cannot be understood with integer-order derivatives. Mathematical models with fractional derivatives play an . . .

     

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