Figure 1
From: Local and global analysis of a nonlinear duopoly game with heterogeneous firms
(a) Bifurcation diagrams and the largest Lyapunov exponent. (b) Basins of attraction for the period-2 cycle at \(k=10.55\). (c) Basins of attraction for the period-4 cycle at \(k=12.29\). (d) Basins of attraction for the period-8 cycle at \(k=12.64\). (e) Four pieces of chaotic areas at \(k=12.747\). (f) Chaotic attractor at \(k=13.8\). The other parameter set is \(c_{1}=0.2\), \(c_{2}=0.3\), and \(a=0.9\)