Apr 7, 2017

Liancheng Wang

Kennesaw State University, Department of Mathematics

10:30 am in MSB 318

Stability and bifurcation analysis for a differential equation with two delays

In this research, we consider a general differential equation with two delays. The analysis for the stability, switch of the stability of the equilibrium, and the occurrence of Hopf bifurcation is carried out for all different parameter values. The stable regions along with the crossing curves in the plane of two delays are established. Numerical simulations are provided to confirm the theoretical results.