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| Author(s) | Buliga, Larisa, Megan, Mihail, Stoica, Codruța |
|---|
On asymptotic behaviors for linear skew-evolution semiflows in Banach spaces
In this paperwe define the notion of linear skew-evolution semiflowin Banach spaces. We give several characterizations of some asymptotic behaviors, as stability, instability and dichotomy. The obtained results are generalizations in the nonuniform case of some well-known results on asymptotic behaviors of linear differential equations.
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