Stability properties of equilibrium for a differential system satisfying a Lipschitz condition uniform on the time. Unconditional stability results are obtained when uniform asymptotic stability occurs with respect to the solutions for which a first integral assumes a fixed appropriate value. A complete discussion is given in a particular case frequently appearing in the applications.

First integrals and stability properties / L., Salvadori; Visentin, Francesca. - In: MATHEMATICA JAPONICA. - ISSN 0025-5513. - STAMPA. - 49:1(1999), pp. 1-7.

First integrals and stability properties

VISENTIN, FRANCESCA
1999

Abstract

Stability properties of equilibrium for a differential system satisfying a Lipschitz condition uniform on the time. Unconditional stability results are obtained when uniform asymptotic stability occurs with respect to the solutions for which a first integral assumes a fixed appropriate value. A complete discussion is given in a particular case frequently appearing in the applications.
1999
First integrals and stability properties / L., Salvadori; Visentin, Francesca. - In: MATHEMATICA JAPONICA. - ISSN 0025-5513. - STAMPA. - 49:1(1999), pp. 1-7.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11588/168672
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