Research Article
Stability Analysis of Mathematical Model including Pathogen-Specific Immune System Response with Fractional-Order Differential Equations
Table 5
The values calculated from Table
4 according to Table
2.
| Expressions | Terms | Values | For Figure 2 | For Figure 3 | For Figure 4 |
| Equilibrium point | | | | | Stability condition of | | ( is LAS) | ( is unstable) | ( is unstable) | Equilibrium point | | (biologically meaningless) | | | Parameter | | — | | | Parameter | | — | | | Least common multiple of order's denominator | | — | | | Characteristical equation of eigenvalues for | | — | | | The eigenvalues for | — | — |
|
| Angle of eigenvalues for | | — |
|
| Stability condition of | | — | is an unstable point, since . | is LAS, since | Initial conditions | | | | |
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