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A generalization of the theorems of alternation and non-oscillation for differential-operator equations of arbitrary even order

机译:任意偶数阶微分算子方程的交替和非振动定理的一般化

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摘要

For a differential equation of arbitrary even order with operator coefficients, a generalization of Arnold's theorems of alternation and non-oscillation is obtained. The oscillation theorem for a problem with general boundary conditions is proved.
机译:对于具有算子系数的任意偶数阶微分方程,获得了交替和非振荡的Arnold定理的推广。证明了具有一般边界条件的问题的振动定理。

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