Multiple Solutions of Neumann Systems of Relativistic Type

C?lin ?erban

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Multiple Solutions of Neumann Systems of Relativistic Type

机译：纽曼系统的多种解决方案相对论的类型

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摘要

Motivated by the existence of radial solutions to the Neumann problem involving the mean extrinsic curvature operator in Minkowski space, we provide a set of conditions under which some relativistic type systems has at least two solutions that appear as global minima of the associated functional. The main tool used is an abstract well-posedness result developed by B. Ricceri.

机译：出于径向解的存在性诺伊曼的问题涉及意味着外在在闵可夫斯基空间曲率运营商,我们提供一组条件下一些相对论类型系统至少有两个解决方案表现为相关的全局最小点功能。结果由b . Ricceri适定性问题。

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《Minimax theory and its applications》 |2018年第1期|47-56|共10页
作者
C?lin ?erban;
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作者单位

Department of Mathematics, West University of Timi?oara, 4 Blvd. V. Parvan, 300223 Timi?oara, Romania;

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原文格式 PDF
正文语种英语
中图分类
关键词
Neumann problem; mean curvature; Minkowski spaceGlobal Minimum;

机译：诺伊曼问题;平均曲率;闵可夫斯基spaceGlobal最低;

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Multiple Solutions of Neumann Systems of Relativistic Type

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