Transition Mechanisms Between Periodic and Chaotic Bursting Neurons
In this chapter, we analyze the transition mechanisms between periodic and chaotic behavior in a synaptically coupled system, which consists of bursting neurons (Hindmarsh-Rose model). We observe that chaotic bursting neurons can turn to periodic neurons or vice versa, by changes in coupling strength. The Lyaponov exponent calculations show the fine structure of a pathway to chaotic behavior when the synaptic coupling of neurons gets weaken in strength. Further we use Poincare maps to gain more insights of the transitions.
Bifurcation Chaos Nonliear Bursting neurons
Feng Zhang Wei Zhang Qishao Lu Jianzhong Su
College of Mechanical Engineering, Beijing University of Technology, Beijing 100124, China
国际会议
The Second International Conference on Cognitive Neurodynamics--2009(第二届国际认知神经动力学会议)
杭州
英文
247-252
2009-11-15（万方平台首次上网日期，不代表论文的发表时间）