Figure 2From: A delayed impulsive food chain system with prey refuge and mutual inference of predatorBifurcation diagrams of system (1.2) with \(x(0) = 0.5\), \(y(0) = 0.9\), \(z(0) = 0.7\). The system exhibits stable solution, periodic doubling bifurcation, and chaotic phenomenon corresponding with different T. (a) is the bifurcation diagram of population \(x(t)\). (b) is the bifurcation diagram of population \(y(t)\). (c) is the bifurcation diagram of population \(z(t)\)Back to article page