1.
Research on Bessel vectors, frame vectors and Riesz vectors of unitary systems in a Hilbert space;
关于Hilbert空间中酉系的Bessel向量与框架向量及Riesz向量的研究
2.
Riesz Approximation of Set-valued Pramart
集值Pramart的Riesz逼近
3.
Characteristics of Riesz Base in Hilbert Space;
Hilbert空间中Riesz基的性质
4.
Sobolev-Riesz Condition Number of Spline Wavelets
样条小波的Sobolev-Riesz条件数
5.
The Riesz Decomposition Theorem for a Set-valued Pramart
集值Pramart的Riesz分解定理
6.
Study of the g-Frames and g-Riesz Bases;
Hilbert空间中g-框架及g-Riesz基的研究
7.
The Boundedness of Bochner-Riesz Maximal Multilinear Commutators;
Bochner-Riesz极大多线性交换子的有界性
8.
The Continuity for Maximal Operator of Bochner-Riesz and Its Commutators;
Bochner-Riesz极大算子及其交换子的连续性
9.
Extension of operators on Riesz space with extended a-norm;
赋扩张a-范数Riesz空间上算子的延拓问题
10.
Lipschitz Estimates for Maximal Multilinear Bochner-Riesz Operator
极大多线性Bochner-Riesz算子Lipschitz型估计
11.
The Properties of Commutators Generated by Lipschitz Functions and Bochner-Riesz Operators;
Lipschitz函数与Bochner-Riesz算子生成的交换子的性质
12.
The Boundedness of Commutators Generated by Riesz Transform Associated with Schr(?)dinger Operator;
与薛定谔算子相关的Riesz变换的交换子的有界性
13.
Perturbation of Frames and Riesz Bases for Hilbert Spaces and Their Orthogonal Decomposition;
Hilbert空间中框架与Riesz基的扰动及其正交分解
14.
The Relationship among Frames, Riesz Bases and Orthonormal Bases in Hilbert Space;
Hilbert空间中框架,Riesz基与正交基之间的关系
15.
Fejer-Riesz Inequality and Coefficients Estimate for Functions in Weighted Besov Spaces
加权Besov空间上Fejer-Riesz不等式及函数的系数估计
16.
The Properties of Commutators Generated by Bochner-Riesz Operators and Besov Functions
Bochner-Riesz算子与Besov函数生成的交换子的性质
17.
Necessary Condition Boundedness of Bochner-Riesz Operator and Its Higher Commutators
Bochner-Riesz算子及其高阶交换子L~p有界的必要条件
18.
Boundedness of Multilinear Riesz Potential on Product of Morrey and Herz-Morrey Spaces
多线性Riesz位势在Morrey和Herz-Morrey乘积空间上的有界性