Titlebook: Almost Periodicity, Chaos, and Asymptotic Equivalence; Marat Akhmet Book 2020 Springer Nature Switzerland AG 2020 Chaos.Li-Yorke Chaos.Alm

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Exponentially Dichotomous Linear Systems of Differential Equations with Piecewise Constant Argumenteen made in such a way that further construction of the theory of differential equations will follow the structure of that for ordinary differential equations. All the results are illustrated with examples.

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Developments in Applied Spectroscopyrke and Pyragas control methods are utilized to stabilize almost periodic motions. A Duffing oscillator is considered to show the effectiveness of our technique, and simulations that support the theoretical results are depicted.

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Homoclinic Chaos and Almost Periodicity,rke and Pyragas control methods are utilized to stabilize almost periodic motions. A Duffing oscillator is considered to show the effectiveness of our technique, and simulations that support the theoretical results are depicted.

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Discontinuous Almost Periodic Solutions,r systems with impulses, such that they are sufficient to admit discontinuous almost periodic solutions, which are asymptotically stable. Interesting specific cases are under consideration, which can be useful for next developments. The most informative historical aspects of the theory of discontinuous almost periodic solutions are provided.

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Asymptotic Equivalence of Hybrid Systems,tial equations. It is easy to see that the results are generalizations of Chap. 12 such that if one removes the impulsive parts in equations of this chapter then the results of the last chapter will be obtained.

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