MULTIPLE SOLUTIONS FOR A FRACTIONAL PQ-LAPLACIAN SYSTEM INVOLVING HARDY-SOBOLEV EXPONENTS

Zheng Tiantian; Zhang Chunyan; Zhang Jihui

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MULTIPLE SOLUTIONS FOR A FRACTIONAL PQ-LAPLACIAN SYSTEM INVOLVING HARDY-SOBOLEV EXPONENTS

机译：涉及 HARDY-SOBOLEV 指数的分数 PQ-LAPLACIAN 系统的多种解

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摘要

In this paper, we prove the existence of infinitely many solutions for a fractional pq-Laplacian system involving Hardy-Sobolev exponents and obtain new conclusion under different conditions. The methods used here are based on variational methods and Ljusternik-Schnirelmann theory.

机译：本文证明了涉及Hardy-Sobolev指数的分数p&q-拉普拉斯系统存在无限多解，并得到了不同条件下的新结论。这里使用的方法基于变分方法和 Ljusternik-Schnirelmann 理论。

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来源
《miskolc mathematical notes》 |2022年第2期|1037-1052|共16页
作者
Zheng Tiantian; Zhang Chunyan; Zhang Jihui;
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作者单位

Nanjing Normal Univ;

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原文格式 PDF
正文语种英语
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关键词
Hardy-Sobolev exponents; fractional pq-Laplacian; Ljusternik-Schnirelmann the-ory; infinitely many solutions; weak solutions; POSITIVE SOLUTIONS; WEAK SOLUTIONS; EXISTENCE; CONCAVE; EQUATIONS;

机译：Hardy-Sobolev 指数;分数 p&q-拉普拉斯;Ljusternik-Schnirelmann the-ory;无限多的解决方案;弱解;积极的解决方案;弱解决方案;存在;凹面;方程;

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MULTIPLE SOLUTIONS FOR A FRACTIONAL PQ-LAPLACIAN SYSTEM INVOLVING HARDY-SOBOLEV EXPONENTS

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