Supercritical Neimark–Sacker Bifurcation and Hybrid Control in a Discrete-Time Glycolytic Oscillator Model

Figure 2

Supercritical N-S bifurcation of the discrete-time glycolytic oscillator model (4) about : (a) β = 0.16 with (0.64, 0.62); (b) β = 0.15 with (0.64, 0.62); (c) β = 0.14 with (0.69, 0.6); (d) β = 0.149 with (0.081, 0.072); (e) h = 0.1495 with (0.9, 0.8); (f) β = 0.13 with (0.98, 0.19); (g) β = 0.139 with (0.99, 0.67); (h) β = 0.12 with (0.91, 0.72); (i) β = 0.1239 with (0.59, 0.35); (j) β = 0.11 with (0.7, 0.5); (k) β = 0.1135 with (1.5, 0.5); (l) β = 0.114 with (0.02, 0.03).

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(b)

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