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n维Hardy算子的一些新进展(英文) 被引量:4

Some Recent Progress of n-dimensional Hardy Operators
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摘要 这篇综述文章概括了n维Hardy算子研究的一些新进展.它是基于作者及其合作者在近五年来研究成果之上的,也是作者在2012年5月20日至25日于南京举行的"调和分析及其应用"国际会议上所作的大会报告的内容. This is a survey on n-dimensional Hardy operators based on the research work of the author and his cooperators in recent five years and based on the lecture of the plenary talk given by the author at the International Conference on Harmonic Analysis and Applications at Nanjing(May 20-25, 2012).
作者 陆善镇
出处 《数学进展》 CSCD 北大核心 2013年第6期737-747,共11页 Advances in Mathematics(China)
基金 supported by the Key Laboratory on Mathematics and Complex System (at Beijing Normal University) from the Ministry of Education,China supported by NSFC(No.10931001)
关键词 HARDY算子 准确界 交换子 函数空间 Hardy operator sharp bound commutator function space
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  • 1Zun-wei FU~(1,2) Zong-guang LIU~3 Shan-zhen LU~(1+) Hong-bin WANG~3 ~1 School of Mathematical Sciences,Beijing Normal University,Beijing 100875,China,~2 Department of Mathematics,Linyi Normal University,Linyi 276005,China,~3 Department of Mathematics,China University of Mining and Technology (Beijing),Beijing 100083,China.Characterization for commutators of n-dimensional fractional Hardy operators[J].Science China Mathematics,2007,50(10):1418-1426. 被引量:42
  • 2Lu Shanzhen and Yang Dachun (Beijing Normal University, China).THE CENTRAL BMO SPACES AND LITTLEWOOD-PALEY OPERATORS[J].Analysis in Theory and Applications,1995,11(3):72-94. 被引量:50
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