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Oscillation Theorems for Second-Order Forced Neutral Nonlinear Differential Equations with Delayed Argument

机译:具有时滞参数的二阶强迫中立非线性微分方程的振动性定理

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摘要

We are concerned with the oscillation of the forced second-order neutral nonlinear differential equations with delayed argument in the form (r(t)(x(t) + a(t)x(sigma(t)))')' + p(t)f(x(tau(t))) + sum from i=1 to n qi(t)|x(t)|~((lambda)_i)sngx(t) velence e(t). No restriction is imposed on the potentials p(t), q_(i)(t), ande(t) to be nonnegative. Our methodology is somewhat different from those of previous authors.
机译:我们关注带有(r(t)(x(t)+ a(t)x(sigma(t)))')'+ p形式的带延迟参数的强制二阶中立非线性微分方程的振动性(t)f(x(tau(t)))+从i = 1到n qi(t)| x(t)|〜((λ_i)sngx(t)velence e(t)的和对势p(t),q_(i)(t)和e(t)为非负的电位没有施加任何限制。我们的方法与以前的作者有些不同。

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