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Multi-parameter Triebel–Lizorkin and Besov Spaces Associated with Flag Singular Integrals
期刊名称:Acta Mathematica Sinica, English Series
时间:0
页码:603-620
语言:英文
相关项目:与磁场和电位势相关的薛定谔算子的调和分析问题
作者:
Yong Ding|Bolin Ma|Guozhen Lu|
同期刊论文项目
与磁场和电位势相关的薛定谔算子的调和分析问题
期刊论文 27
同项目期刊论文
Estimates of commutators for multilinear operators on Herz-type spaces
加权摩尔型Besov-Triebel空间与拟微分算子
On rough Marcinkiewicz integrals along surfaces
$L^2$-boundedness of summability related to Schr\"odinger operator with constant magnetic field
满足H(m) 条件的奇异积分算子的交换子的有界性
The Boundedness of Commutators of Singular Integral Operators with Besov Functions
Lp bounds for singular integrals with rough kernels on product domains
On multilinear commutaotrs of Lipschitz functions and multilinear singular integrals with non-smooth
Marcinkiewicz Commutators with Lipschitz Functions in Non-homogeneous Spaces
Multilinear commutators of BMO functions and multilinear singular integrals with non-smooth kernels
齐型空间上的分数次积分交换子的加权弱型估计
Non-standard commutators for rough oscillatory singular integrals
Commutatores of fractional integral operator associated to a nondoubling measures on metric spaces
An interpolation theorem related to the Hardy space with nondoubling measure
The weak type estimates of commutator operators generated by Riesz transform associated with Schrodi
L^p-boundedness for the commutators of rough oscillatory singular integrals with non-convolution pha
Multilinear commutaotrs of BMO functions and multilinear singular integrals with non-smooth kernels
Morrey型空间上的禁止类双线性拟微分算子
Lipschitz型Marcinkiewicz交换子的弱Herz估计
线性交换子的加权估计
NON-STANDARD COMMUTATORS FOR ROUGH OSCILLATORY SINGULAR INTEGRALS
满足H(m)条件的奇异积分算子的交换子的有界性