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Oscillation of forced neutral differential equations with positive and negative coefficients
Authors:Tao Youshan  Gao Guozhu
Institution:(1) Department of Basic Sciences, China Textile University, 200051 Shanghai
Abstract:In this paper the forced neutral differential equation with positive and negative coefficients

$$\frac{d}{{dt}}\left {x(t) - R(t)x(t - r)} \right] + P(t)x(t - \tau ) - Q(t)x(t - \sigma ) = f(t),t_0 ,$$
is considered, where f ε L 1(t 0, ∞) ∩ C (t 0, ∞),R), P,Q,R ε C (t 0, ∞), R +) and r,τ,σ∈(0, ∞). The sufficient conditions to oscillate for all solutions of this equation are studied.
Keywords:1991 MR Subject Classification" target="_blank">1991 MR Subject Classification  34K15
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