商彦英,王聪.带有加权Hardy-Sobolev 临界指数的非齐次Neumann 边界奇异的多解问题[J].数学年刊A辑,2019,40(4):349~360
带有加权Hardy-Sobolev 临界指数的非齐次Neumann 边界奇异的多解问题
Multiple Positive Solutions for a Inhomogeneous Neumann Problem with Critical Weight Hardy-Sobolev Exponent and Boundary Singularities
Received:October 20, 2018  
DOI:10.16205/j.cnki.cama.2019.0026
中文关键词:  Neumann problem, Boundary singularities, Ekeland's variational principle
英文关键词:Neumann problem, Boundary singularities, Ekeland's variational principle
基金项目:
Author NameAffiliationE-mail
SHANG Yanying Corresponding author. School of Mathematics and Statistics, Southwest University, Chongqing 400715, China. shangyan@swu.edu.cn 
WANG Cong School of Mathematics and Statistics, Southwest University, Chongqing 400715, China. wc252015@163.com 
Hits: 2009
Download times: 2119
中文摘要:
      主要研究了非齐次Neumann边界奇异的问题, 利用Ekeland变分原理、山路引理和一些分析技巧, 证明了正解的存在性.
英文摘要:
      In this paper, the authors study a inhomogeneous Neumann elliptic equation with boundary singularities. By Ekeland's variational principle, mountain pass lemma and some analysis technology, the existence of multiple positive solutions is established.
View Full Text  View/Add Comment  Download reader
Close

Organizer:The Ministry of Education of China Sponsor:Fudan University Address:220 Handan Road, Fudan University, Shanghai, China E-mail:edcam@fudan.edu.cn
Designed by Beijing E-Tiller Co.,Ltd.