共轭A-调和张量加A_r(λ,Ω)权Poincaré-型估计  

A_r(λ,Ω)-weighted poincaré-type estimates for conjugate A-harmonic tensors

作　　者：王慧敬[1] WANG Hui-jing(Department of Mathematics, Heilongjiang Institute of Technology, Harbin 150050, China)

机构地区：[1]黑龙江工程学院数学系,哈尔滨150050

出　　处：《哈尔滨商业大学学报（自然科学版）》2016年第4期482-484,共3页Journal of Harbin University of Commerce：Natural Sciences Edition

摘　　要：Poincaré-型不等式是一个非常有趣且重要的课题,在此领域的研究已经取得了一些重要的成果.给出共轭A-调和张量的加Ar(λ,Ω)权Poincaré-型估计式,其中G为Green算子、d*为Hodge上微分算子.The Poincaré- type inequality is a really interesting and important issue. Researches in this field have made some important achievements. The dissertation mainly provided the Ar（ λ,Ω）- weight Poincaré- type estimates for conjugate A- harmonic tensors. In the dissertation,G is Green＇s operator and d＊is the Hodge codifferential operator.

关 键 词：双权函数 积分不等式 微分形式 

分 类 号：O175.2[理学—数学]