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Existence of positive periodic solutions for the second order and fourth order nonlinear ordinary differential system

机译:二阶和四阶非线性常差系统正周期解的存在性

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In this paper, by using the fixed-point index theory and product of topology degree theory, the existence results on positive solutions is established to the second order and fourth order nonlinear ordinary differential system with periodic boundary value. Our result is essential and do not require the nonlinear terms are superlinear or sublinear at ends(zero or infinty) and the system must have the same order.
机译:本文通过使用拓扑学位理论的定点索引理论和产品,建立了正解的存在结果,与周期边界值的二阶和四阶非线性常见差分系统建立。我们的结果是必不可少的,不需要非线性术语是超连线或末端(零或通风)的超线性,并且系统必须具有相同的顺序。

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