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Multiple solutions for nonlinear operator equations under the condition of two pairs of paralleled lower and upper solutions

机译:两对平行的上下解条件下的非线性算子方程的多重解

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摘要

In this paper, under the condition of two pairs of paralleled lower and upper solutions, some new multiple solution theorems are obtained by using the fixed point index theory. The theoretical results are applied to the nonlinear Hammerstein integral equation.
机译:本文在两对平行的上下解条件下,利用不动点指标理论获得了一些新的多重解定理。将理论结果应用于非线性Hammerstein积分方程。

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