Theory and Modern Applications
Table 4 The effect of \(q_{1}\) on the values of \(\omega _{0}\) and \(\tau _{0}\) for system (29) when \(q_{2}=0.95\)
From: Bifurcations in a delayed fractional model of glucose–insulin interaction with incommensurate orders
Fractional order \(q_{1}\) | Critical frequency \(\omega _{0}\) | Bifurcation point \(\tau _{0}\) |
|---|---|---|
0.73 | 0.000119 | 21,921.541 |
0.75 | 0.000193 | 12,916.565 |
0.76 | 0.000235 | 10,368.426 |
0.78 | 0.000330 | 7083.487 |
0.81 | 0.000502 | 4416.125 |
0.85 | 0.000789 | 2639.034 |
0.88 | 0.001050 | 1897.274 |
0.92 | 0.001469 | 1285.910 |
0.95 | 0.001839 | 988.433 |
0.98 | 0.002261 | 774.341 |
1 | 0.002574 | 663.853 |