Oscillation properties for parabolic equations of neutral type

Bao Tong Cui

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The purpose of this paper is to obtain oscillation criteria for the differential system $\begin{matrix} {[y_{1} (t) - a (t) y_{1} (g (t))]}^{'} & = p_{1} (t) f_{1} (y_{2} (h_{2} (t))) \\ y_{2}^{'} (t) & = p_{2} (t) f_{2} (y_{3} (h_{3} (t))) \\ y_{3}^{'} (t) & = - p_{3} (t) f_{3} (y_{1} (h_{1} (t))), t \in ℝ_{+} = [0, \infty) . \end{matrix}$