Recent results in perturbation theory.- The existence of critical points in generalized dynamical systems.- Stability and existence of periodic and almost periodic solutions.- Asymptotic equivalence.- Extending Liapunov’s second method to non-lipschitz Liapunov functions.- Characterizing solutions of the pontriagin maximum principle.- Liapunov functions and the existence of solutions tending to 0.- Fundamental matrix in linear functional differential equations.- Asymptotic stability for functional differential equations.- The use of Liapunov functions for global existence.- A remark on a result of Strauss.- Single species model for population growth depending on past history.- An extension of Chetaev’s instability theorem using invariant sets and an example.
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Taschenbuch. Condizione: Neu. This item is printed on demand - it takes 3-4 days longer - Neuware -Recent results in perturbation theory.- The existence of critical points in generalized dynamical systems.- Stability and existence of periodic and almost periodic solutions.- Asymptotic equivalence.- Extending Liapunov¿s second method to non-lipschitz Liapunov functions.- Characterizing solutions of the pontriagin maximum principle.- Liapunov functions and the existence of solutions tending to 0.- Fundamental matrix in linear functional differential equations.- Asymptotic stability for functional differential equations.- The use of Liapunov functions for global existence.- A remark on a result of Strauss.- Single species model for population growth depending on past history.- An extension of Chetaev¿s instability theorem using invariant sets and an example. 116 pp. Englisch. Codice articolo 9783540042303
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Taschenbuch. Condizione: Neu. Druck auf Anfrage Neuware - Printed after ordering - Recent results in perturbation theory.- The existence of critical points in generalized dynamical systems.- Stability and existence of periodic and almost periodic solutions.- Asymptotic equivalence.- Extending Liapunov¿s second method to non-lipschitz Liapunov functions.- Characterizing solutions of the pontriagin maximum principle.- Liapunov functions and the existence of solutions tending to 0.- Fundamental matrix in linear functional differential equations.- Asymptotic stability for functional differential equations.- The use of Liapunov functions for global existence.- A remark on a result of Strauss.- Single species model for population growth depending on past history.- An extension of Chetaev¿s instability theorem using invariant sets and an example. Codice articolo 9783540042303
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