Titlebook: Nonautonomous Dynamics; Nonlinear Oscillatio David N. Cheban Book 2020 Springer Nature Switzerland AG 2020 Dynamical Systems.nonautonomous

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Almost Periodic Solutions of Monotone Differential Equations,This chapter is devoted to studying the problem of the existence of Bohr/Levitan almost periodic, almost automorphic, and Poisson stable solutions of monotone differential equations.

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Compact Global Attractors,): point, compact, local, bounded, and weak. Criteria for point, compact, and local dissipativity are given. It is shown that for dynamical systems in locally compact spaces, the three types of dissipativity are equivalent. Examples are given showing that in the general case, the notions of point, c

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David N. Chebanparticularly as developed by Tartaglia in his .Quesiti et inventioni diverse,. .Book VII. and .Book VIII .(1546; 1554). .In the early 16th century mechanics was concerned mainly with what is now called statics and was referred to as the .Scientia de ponderibus., generally pursued by two very differe

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