Minimization principle in ordered Banach spaces and application via Ekeland's variational principle

A. Boucenna, M. Briki, T. Moussaoui, D. Regan
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引用次数: 1

Abstract

In this paper we establish a minimization principle in an ordered Banach space (in particular in a Riesz-Banach space). As an application we discuss the existence of a positive solution for a boundary value problem on the half-line even when the nonlinear term is signchanging. Mathematics subject classification (2010): 35B38, 47L07.
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有序巴拿赫空间的极小化原理及其在Ekeland变分原理中的应用
本文建立了有序Banach空间(特别是Riesz-Banach空间)上的最小化原理。作为一个应用,我们讨论了当非线性项变化时,边值问题在半线上正解的存在性。数学学科分类(2010):35B38, 47L07。
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