作者: Chunrui Zhang , Yazhuo Zhang , Baodong Zheng
DOI: 10.1016/J.CAM.2008.10.048
关键词:
摘要: We consider a coupled system of simple neural oscillators. Using the symmetric functional differential equation theories Wu [J. Wu, Symmetric equations and networks with memory, Transactions American Mathematical Society 350 (12) (1998) 4799-4838], we demonstrate multiple Hopf bifurcations equilibrium at origin. The existence branches bifurcating periodic solution is obtained. Then some numerical simulations support our analysis results.