Bifurcation and temporal periodic patterns in a plant–pollinator model with diffusion and time delay effects

Figures & data

Figure 1. The positive equilibrium $E^{\ast }(0.427839,1.380211)$ is asymptotically stable when $\tau =10<{\tau }_0^0=12.518011$.

Figure 2. The temporal periodic solutions bifurcated from the equilibrium are stable, where $\tau =20>{\tau }_0^0=12.518011$.