Figure 2From: Bifurcation and chaos control in a discrete-time predator–prey model with nonlinear saturated incidence rate and parasite interactionBifurcation diagrams and MLE for system (1.3) with \(\alpha =1.6\), \(k =1.4\), \(\beta =0.13\), \(\delta =0.4\), \(\mu =0.15\), \(\gamma =2.95\), \(\eta =0.1\), \(c =0.5\), \(( x_{0}, y_{0}, z_{0} )=(1.10514,0.141,6.2505)\) and \(s \in [1.8,2.8]\)Back to article page