Original paper
Two bifurcation routes to multiple chaotic coexistence in an inertial two-neural system with time delay
Abstract
In this article, we establish an inertial two-neural system with time delay and illustrate the stable coexistence of three chaotic attractors that arise via two different bifurcation routes, i.e., the period-doubling and quasi-periodic bifurcations. So, we firstly analyze the system equilibria by nullcline curves. By the pitchfork/saddle-node bifurcation of the trivial/nontrivial equilibria, the system parameter (
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Paper Details
Title
Two bifurcation routes to multiple chaotic coexistence in an inertial two-neural system with time delay
Published Date
Nov 19, 2018
Journal
Volume
95
Issue
2
Pages
1549 - 1563
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Notes
History