2004
DOI: 10.1515/gmj.2004.307
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On Higher Order Functional Differential Equations with Property A

Abstract: We study oscillatory properties of solutions of a functional differential equation of the formwhere n ≥ 2 and F :Sufficient conditions for this equation to have the so-called Property A are established. In the case of ordinary differential equation the obtained results lead to an integral generalization of the well-known theorem by Kondrat'ev.

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