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Titlebook: Delay Systems; From Theory to Numer Tomáš Vyhlídal,Jean-François Lafay,Rifat Sipahi Book 2014 Springer International Publishing Switzerland

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Necessary Stability Conditions for One Delay Systems: A Lyapunov Matrix Approachy stable, is established. An illustrative example shows the effectiveness of the proposed conditions in determining candidate stability regions in the space of parameters. Finally, a procedure for improving these necessary conditions is outlined.
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Control of Linear Delay Systems: An Approach without Explicit Predictions loop. Though the controller is infinite dimensional, in general, it does not involve any explicit predictions. This generalizes the so-called reduction approach, by which for certain state representations predictions can be calculated exactly and thus finite spectrum assignment can be achieved. Examples illustrate the main results.
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Stability of Systems with State Delay Subjected to Digital Controlecewise linearly varying time delay, the system is time-periodic at period Δ.. The stability analysis for the system is performed using the semi-discretization method. As case studies, the stability charts of the delayed oscillator and the turning process are determined for a digital PD controller.
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Analysis of Gene Regulatory Networks under Positive Feedbackonly on the parameters of the nonlinearity function, which is assumed to be a Hill type function. In particular, conditions leading to bistability of the system are obtained. The results presented here naturally extend to similar classes of . involving time delayed feedback.
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Analysis and Design of Pattern Formation in Networks of Nonlinear Systems with Delayed Couplings, amplitudes and phases of coupled systems. Based on this analysis method, we also develop a design method of networks for nonlinear systems that can achieve prescribed oscillation profiles. The effectiveness of the proposed methods is shown by numerical examples.
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