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Weighted High Order Poincaré Inequalities on Stratified Lie Groups
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作者 HAN Yecong HUANG Tiren +1 位作者 XU Chengdan zhu tingjing 《数学进展》 CSCD 北大核心 2024年第5期1071-1083,共13页
In this paper,we focus on studying weighted Poincare inequalities on stratified Lie groups.We derive various Poincaréinequalities in the case 1<p=q<∞ in the high order Sobolev space Wm,p.We derive several ... In this paper,we focus on studying weighted Poincare inequalities on stratified Lie groups.We derive various Poincaréinequalities in the case 1<p=q<∞ in the high order Sobolev space Wm,p.We derive several Poincare inequalities that complement existing results,which have only been proved for the case 1<p<q<∞. 展开更多
关键词 A_(p)weight Poincaréinequality entire space stratified Lie group high order Sobolev space
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