Table 2 Endemic equilibrium point for different \(\gamma\) in the first set of values.
From: Dynamic analysis of a Caputo fractional-order SEIR model with a general incidence rate
\(\gamma\) | \(R_{0}\) | Equilibrium point \(P^{*}\) | Stability |
|---|---|---|---|
0.8 | 1.895960 | \(P^{*} = (274924, 16012, 16322, 3477, 206732)\) | \(P^{*}\) is GAS |
0.85 | 2.056275 | \(P^{*} = (577132, 33883, 36328, 7289, 524608)\) | \(P^{*}\) is GAS |
0.9 | 2.223072 | \(P^{*} = (1215397, 70543, 79370, 15005, 1306965)\) | \(P^{*}\) is GAS |
0.95 | 2.396921 | \(P^{*} = (2566451, 145077, 170955, 30464, 3210473)\) | \(P^{*}\) is GAS |
1.0 | 2.578462 | \(P^{*} = ( 5431767, 295535, 364105, 61187, 7799401)\) | \(P^{*}\) is GAS |
