Titlebook: Dynamics of Nonlinear Time-Delay Systems; Muthusamy Lakshmanan,Dharmapuri Vijayan Senthilkum Book 2011 Springer Berlin Heidelberg 2011 cha

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DTM Induced Oscillating Synchronization,be a serious drawback of the latter type of systems). It has been shown very recently that a distributed delay enriches the characteristic features of the delayed system over that of the fixed delay systems [2].

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Exact Solutions of Certain Time Delay Systems: The Car-Following Models,r open boundary conditions, they admitshock-like solutions, representing the stationary propagation of a traffic jam [2, 3]. We will closely follow here the approach of Tutiya and Kanai [4] in the following discussion just to illustrate how exact solutions can arise in delay systems.

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Meg Elis , (1975), , (1978) and , (1985)ications of chaos synchronization include secure communication, cryptography, controlling, long term prediction, optimization of nonlinear system performance, modelling brain activity, pattern recognition, and so on [1–18].

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Bifurcation and Chaos in Time-Delayed Piecewise Linear Dynamical System, nature of transients and difficulties innumerical analysis as well as the frequent existence ofhyperchaotic attractors with multiple positive Lyapunov exponents. The dynamics of other nonlinear time-delay systems will be taken up in the next chapter.

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0172-7389 resentation on scalar hyperchaotic (up to higher-order) time.Synchronization of chaotic systems, a patently nonlinear phenomenon, has emerged as a highly active interdisciplinary research topic at the interface of physics, biology, applied mathematics and engineering sciences. In this connection, ti

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