Stability and bifurcation of numerical discretization of a second-order delay differential equation with negative feedback☆

Volume: 35, Issue: 4, Pages: 795 - 807
Published: Feb 1, 2008
Abstract
null null The paper analyzes a discrete second-order, nonlinear delay differential equation with negative feedback. The characteristic equation of linear stability is solved, as a function of two parameters describing the strength of the feedback and the damping in the autonomous system. The existence of local Hopf bifurcations is investigated, and the direction and stability of periodic solutions bifurcating from the Hopf bifurcation of the...
Paper Details
Title
Stability and bifurcation of numerical discretization of a second-order delay differential equation with negative feedback☆
Published Date
Feb 1, 2008
Volume
35
Issue
4
Pages
795 - 807
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