Theory and Modern Applications
From: On modeling of coronavirus-19 disease under Mittag-Leffler power law
Parameters | The physical interpretation | Numerical value |
---|---|---|
P(t) | Susceptible compartment [64] | 11 in millions |
I(t) | Infected compartment [64] | 0.084 in millions |
R(t) | Recovered compartment due to death | 0 millions |
a | The recruitment rate (assumed) | 0.00073 |
d | 0.02 | |
δ | Death due to corona [64] | 0.0000357 |
b | The immigration rate of infected individuals | 0.000001, 0.00791 |
μ | Infected population goes to removed [64] | 0.00047876 |
σ | The infection rate [6] | 0.580 |
γ | The rate at which recovered individuals lose immunity | 0.00197 |
α | The recovery rate [64] | 0.09871 |