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Periodic solutions for a neutral functional differential equation with multiple variable lags

Cheng-Jun Guo; Gen Qiang Wang; Sui-Sun Cheng — 2006

Archivum Mathematicum

By means of the Krasnoselskii fixed piont theorem, periodic solutions are found for a neutral type delay differential system of the form $x^{'} (t) + c x^{'} (t - τ) = A (t, x (t)) x (t) + f (t, x (t - r_{1} (t)), \dots, x (t - r_{k} (t))) .$

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