当前位置:首页>学术报告
A new perturbation to a critical elliptic problem with variable exponent

 
Title:
A new perturbation to a critical elliptic problem with variable exponent
Speaker:
刘忠原 副教授,河南大学
Inviter: 韩丕功 研究员
Time & Venue:

2022.8.04 08:30 腾讯会议号:412-247-341

Abstract:

In this talk we consider the critical elliptic problem with variable exponent. We use the reduction argument to construct a family of bubble solutions concentrating at the negative stable critical point of the variable exponent function. This is a new perturbation to the critical elliptic equation in contrast with the usual subcritical or supercritical perturbation, and gives the first existence result for the critical elliptic problem with variable exponent.

Affiliation:  

学术报告中国科学院数学与系统科学研究院应用数学研究所
地址 北京市海淀区中关村东路55号 思源楼6-7层 南楼5-6、8层 100190
@2000-2022 京ICP备05058656号-1