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一类二阶微分方程解的行为

The Behavior of the Solution of a Secend Order Order Differential Equation
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摘要 考虑时滞微分方程x″(t)+px(t-τ)-qx(t-σ)=0的振动性,获得了此方程的所有有界解振动的充分必要条件. Abstract:By means of continuation theorem of coincidence degree theory,we study a kind of equationas follows x'(t)+px(t-τ)一qx(t-σ)=0 Some new results on the Solution of a Secend Order Order Differential Equation are obtained.
出处 《甘肃高师学报》 2009年第5期4-5,共2页 Journal of Gansu Normal Colleges
关键词 振动性 时滞微分方程 oscillation order differential equation solution
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参考文献2

  • 1R.G.Koplatadze and T.A.Canturia.On oscillatory and monotonic solutions of first order differential equation with retarded arguments[].Differential(?)nye Uravnenija.1982
  • 2Ge Weigao.On the existence of harmonic solutions of Lienard system[].Nonlinear Analysis.1991

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