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首页> 外文期刊>Journal of intelligent & fuzzy systems: Applications in Engineering and Technology >Existence of positive solutions of nonlocal p (x)-Kirchhoff hyperbolic systems via sub-super solutions concept
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Existence of positive solutions of nonlocal p (x)-Kirchhoff hyperbolic systems via sub-super solutions concept

机译:通过副超级解决方案概念存在非峰P(X)-Kirchhoff双曲系统正解的存在

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摘要

The paper deals with the existence of positive solutions of nonlocal p (x)-Kirchhoff hyperbolic systems with zero Dirichlet boundary conditions in bounded domain Omega subset of R-N by using sub-super solutions method combined with a comparison principle. Moreover, the numerical example is presented to illustrate the stationary case.
机译:本文通过使用亚超级溶液法与比较原理结合了,涉及在R-N的有界域Omega子集中的零峡谷边界条件的非局部P(x)-kirchhoff双曲线阳性解的存在。 此外,提出了数值示例以说明静止情况。

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