A remark on exponential dichotomies
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Artículo de revista
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EspañolPublication Date
1999Metadata
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A proof of the existence of an exponential dichotomy for the linear system x'(t) = A(t)x(t) is given, based on the admissibility of the pair (B(∞), BA(∞)), where B(∞) is the space of continuous functions on the semiaxis J = [0,∞), values in Cn and having a limit as t →∞, and BA(∞) is the space of bounded functions f on J such that A -1 ∈ B(∞).Keywords
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