典型文献
First Order Hardy Inequalities Revisited
文献摘要：
In this paper,we consider the first order Hardy inequalities using simple equalities.This basic setting not only permits to derive quickly many well-known Hardy inequalities with optimal constants,but also supplies im-proved or new estimates in miscellaneous situations,such as multipolar po-tential,the exponential weight,hyperbolic space,Heisenberg group,the edge Laplacian,or the Grushin type operator.
文献关键词：
中图分类号：
作者姓名：
Xia Huang;Dong Ye
作者机构：
School of Mathematical Sciences,East China Normal University and Shanghai Key Laboratory of PMMP,Shanghai 200241,China;IECL,UMR 7502,University of Lorraine,57050 Metz,France
文献出处：
引用格式：
[1]Xia Huang;Dong Ye-.First Order Hardy Inequalities Revisited)[J].数学研究通讯,2022(04):535-559
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First,Order,Hardy,Inequalities,Revisited,this,paper,consider,first,order,inequalities,using,simple,This,basic,setting,not,only,permits,derive,quickly,many,well,known,optimal,constants,but,also,supplies,proved,new,estimates,miscellaneous,situations,such,multipolar,tential,exponential,weight,hyperbolic,space,Heisenberg,group,edge,Laplacian,Grushin,type,operator
AB值：
0.776648
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