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Si studia il comportamento asintotico e in particolare l'oscillatorietà delle soluzioni dell'equazione differenziale con argomento ritardato (D). Si danno condizioni affinché tutte le soluzioni siano oscillatorie o infinitesime per . Si classificano le soluzioni di (D) in base al loro comportamento per e al loro carattere oscillatorio. I risultati ottenuti estendono quelli recenti di Marusiak [3] e di Staikos e Sficas [4].
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