Table 3 Equilibrium point and eigenvalue.
Point of equilibrium | Eigenvalue \({\lambda }_{1}\) | Eigenvalue \({\lambda }_{2}\) | Eigenvalue \({\lambda }_{3}\) |
|---|---|---|---|
(0,0,0) | \(G-\Delta C+A\) | \(-\Delta {L}_{1}\) | \(\Delta Q-\Delta F\) |
(1,0,0) | \(G-\Delta C+A\) | \(-\Delta {L}_{1}\) | \(\Delta Q-\Delta F\) |
(0,1,0) | \(\Delta P+2G-\Delta C+A\) | \(-\Delta {L}_{1}\) | \(\Delta Q-\Delta F+S\) |
(0,0,1) | \(\Delta P+2G-\Delta C+A\) | \(2G-\Delta {L}_{1}\) | \(\Delta Q-\Delta F\) |
(1,1,0) | \(\Delta P+2G-\Delta C+A\) | \(-\Delta {L}_{1}\) | \(\Delta Q-\Delta F\) |
(1,0,1) | \(\Delta P+2G-\Delta C+A\) | \(2G-\Delta {L}_{1}\) | \(\Delta Q-\Delta F\) |
(0,1,1) | \(\Delta P+2G-\Delta C+A\) | \(2G-\Delta {L}_{1}\) | \(\Delta Q-\Delta F+S\) |
(1,1,1) | \(\Delta P+2G-\Delta C+A\) | \(2G-\Delta {L}_{1}\) | \(\Delta Q-\Delta F\) |
