Figure 4From: Diffusive induced global dynamics and bifurcation in a predator-prey system Numerical simulations of system ( 1.2 ) for \(\pmb{a=10}\) , \(\pmb{\beta=0.01}\) , \(\pmb{d_{1}=0.1}\) , \(\pmb{d_{2}=10}\) , \(\pmb{b=0.1}\) , \(\pmb{\delta=0.2}\) . The positive equilibrium \(E^{*}\) of (1.3) becomes unstable and there exist spatially homogeneous periodic solutions with the initial value \((0.65, 3.5)\).Back to article page