Figure 4From: Bifurcation analysis for the Kaldor–Kalecki model with two delays(a) \(\tau _{2}=3.5\) and \(\tau _{1}=2\tau _{2}=7.0\), the positive equilibrium is asymptotically stable. (b) \(\tau _{2}=5.3\) and \(\tau _{1}=2\tau _{2}=10.6\), a periodic solution appears near the positive equilibriumBack to article page