Local Stability And Hopf Bifurcation Of A Single-Species Singular System With Delays

In this paper, a singular delayed single-species system with two delays is proposed. The conditions of the existence of the positive equilibria are obtained. Further, the local stability of the system and the existence of Hopf bifurcation are obtained by analyzing the distribution of roots of the corresponding characteristic equation, respectively. Finally, numerical simulations are concluded to check the analytic results.