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5篇 您的检索式:作者名="ZHAO FaYou"
    题名 作者 年代 出处 被引量
1Endpoint estimates for n-dimensional Hardy operators and their commutators显示文摘In this paper,the sharp bound for the weak-type(1,1) inequality for the n-dimensional Hardy operator is obtained.Moreover,the precise norms of generalized Hardy operators on the type of Campanato spaces are worked out.As applications,the corresponding norms of the Riemann-Liouville integral operator and the n-dimensional Hardy operator are deduced.It is also proved that the n-dimensional Hardy operator maps from the Hardy space into the Lebesgue space.The endpoint estimate for the commutator generated by the Hardy operator and the(central) BMO function is also discussed.ZHAO FaYou FU ZunWei LU ShanZhen 2012Science China Mathematics2012,55,10:19
2Commutators of n-dimensional rough Hardy operators显示文摘In this paper, we study central BMO estimates for commutators of n-dimensional rough Hardy operators. Furthermore, λ-central BMO estimates for commutators on central Morrey spaces are discussed.FU ZunWei LU ShanZhen ZHAO FaYou 2011Science China Mathematics2011,54,1:7
3A characterization of λ-central BMO space显示文摘我们经由 n 维的强壮的操作员的整流器的固定给中央 BMO 空间的描述。Fayou ZHAO Shanzhen LU 2013Frontiers of Mathematics in China2013,8,1:3
4Some q-inequalities for Hausdorff operators显示文摘我们为形式 $$\int_0 ^的 Hausdorff 类型不平等的一些q分析变体计算锋利的界限{+ \infty }{{{ \left ({ \int_0 ^{+ \infty }{ \frac {{ \phi \left ( t \right )}}{ t } f\left ({ \frac { x }{ t }} \right ){ d_q } t }} \right )}^ p }{ d_q } x } \leqslant { C_\phi } \int_0 ^ b {{ f ^ p } \left ( t \right )}{ d_q }t$$。作为应用,我们获得古典积极不可分的操作员的几锋利的 q 分析不平等,包括强壮的操作员和它的伴随操作员, Hilbert 操作员,和 Hardy-Littlewood-Pter 准备吗??Jiuhua GUO Fayou ZHAO 2017Frontiers of Mathematics in China2017,12,4:0
5Littlewood-Paley Functions and Triebel-Lizorkin Spaces,Besov Spaces显示文摘We establish Littlewood-Paley charaterizations of Triebel-Lizorkin spaces and Besov spaces in Euclidean spaces using several square functions defined via the spherical average,the ball average,the Bochner-Riesz means and some other well-known operators.We provide a simple proof so that we are able to extend and improve many results published in recent papers.Dashan Fan Fayou Zhao 2021Analysis in Theory and Applications2021,37,3:0
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