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Stability Problems [electronic resource] / edited by L. Salvadori.

By: Salvadori, L [editor.].
Contributor(s): SpringerLink (Online service).
Material type: materialTypeLabelBookSeries: C.I.M.E. Summer Schools: 65Publisher: Berlin, Heidelberg : Springer Berlin Heidelberg, 2011Description: 209p. 4 illus. online resource.Content type: text Media type: computer Carrier type: online resourceISBN: 9783642109492.Subject(s): Mathematics | Differentiable dynamical systems | Mathematics | Dynamical Systems and Ergodic TheoryDDC classification: 515.39 | 515.48 Online resources: Click here to access online
Contents:
P. Habets: Stabilité asymptotique pour des problèmes de perturbations singulières -- J.K. Hale: Stability of linear systems with delays -- V. Lakshmikantham: Stability and asymptotic behaviour of solutions of differential equations in a Banach space -- P. Negrini: On a definition of total stability for continuous or discrete dynamical systems.-N. Rouche: Théorie de la stabilité dans les équations différentielles ordinaires -- E.O. Roxin: Stability and differential games.
In: Springer eBooksSummary: P. Habets: Stabilité asymptotique pour des problèmes de perturbations singulières.- J.K. Hale: Stability of linear systems with delays.- V. Lakshmikantham: Stability and asymptotic behaviour of solutions of differential equations in a Banach space.- P. Negrini: On a definition of total stability for continuous or discrete dynamical systems.-N. Rouche: Théorie de la stabilité dans les équations différentielles ordinaires.- E.O. Roxin: Stability and differential games.
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P. Habets: Stabilité asymptotique pour des problèmes de perturbations singulières -- J.K. Hale: Stability of linear systems with delays -- V. Lakshmikantham: Stability and asymptotic behaviour of solutions of differential equations in a Banach space -- P. Negrini: On a definition of total stability for continuous or discrete dynamical systems.-N. Rouche: Théorie de la stabilité dans les équations différentielles ordinaires -- E.O. Roxin: Stability and differential games.

P. Habets: Stabilité asymptotique pour des problèmes de perturbations singulières.- J.K. Hale: Stability of linear systems with delays.- V. Lakshmikantham: Stability and asymptotic behaviour of solutions of differential equations in a Banach space.- P. Negrini: On a definition of total stability for continuous or discrete dynamical systems.-N. Rouche: Théorie de la stabilité dans les équations différentielles ordinaires.- E.O. Roxin: Stability and differential games.

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