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

concise

Documentaries, Work, and Global Challengesselect different values (sufficiently large) for the delay time τ to generate high-dimensional chaotic signals. Hence, in recent times DDEs have received increased attention in the nonlinear dynamics literature due to the possibility of generating more complex and high-dimensional chaotic attractors

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beta-cells

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Meg Elis , (1975), , (1978) and , (1985)dulum clocks, hanging from the same beam, becomeanti-phase synchronized [1]. Since the early identification of synchronization in coupled chaotic oscillators [2–4], the phenomenon has attracted considerable research activity in different areas of science, and several generalizations and interesting

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Meg Elis , (1975), , (1978) and , (1985)tional coupling between them and having two different time-delays: one in the coupling term and the other in the individual systems, namely feedback delay. We deduce [1] the corresponding stability condition for synchronization following Krasovskii-Lyapunov theory as in the previous chapter for comp

馬具

Menna Elfyn , (1982) and , (1996)ually introduced in [1]. Generalized synchronization is observed in coupled nonidentical systems, where there exists some functional relationship between the drive . and the response . systems, that is, .. With GS, all the response systems coupled to the drive lose their intrinsic chaoticity (sensit

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Can Spanish Count As an English Course?ion of time. The notion oftime dependent delay (TDD) withstochastic orchaotic modulation in time-delay systems was introduced by Kye et al. [1] to understand the behaviour of dynamical systems with time dependent topology. They have reported that in a time-delay system with TDD, the reconstructedpha

效果

Conclusion: Language Needs New Languageystems which admit exact solutions. Particularly, certain coupled systems of nonlinear delay differential equations modelling traffic flow [1–3],, called thecar following models, possess exact analytic solutions in terms of Jacobian ellipticfunctions under periodic boundary conditions. However, unde