1) hypersingular integral operator along variable curves
沿变曲线的超奇异积分算子
2) hypersingular integral operator along curves
沿曲线的超奇异积分算子
1.
L~p bounds of hypersingular integral operator along curves;
沿曲线的超奇异积分算子的L~p有界性
3) hypersingular integral
超奇性奇异积分算子
1.
L~p boundedness of certain hypersingular integral along the curve;
沿曲线的超奇性奇异积分算子的L~p有界性
4) multilinear singular integral operator
多线性奇异积分算子
1.
The continuity for multilinear singular integral operators on Hardy and Herz spaces;
多线性奇异积分算子在Hardy和Herz型空间的连续性
2.
Using the Fefferman-Stein inequality and the properties of the A∞ weight functions,the Sharp estimates are obtained and weighted inequalities above any weights for the multilinear singular integral operators with Dini type kernels.
利用Fefferman-Stein不等式及A∞权函数的性质,得到了一类核满足Dini型条件的多线性奇异积分算子的Sharp估计和关于任意权函数的加权不等式。
3.
In this paper,the boundedness for some multilinear singular integral operatorswith variable Calderón-Zygmund kernel on Hardy and Herz type Hardy spaces are obtained.
讨论了带可变Calderón-Zygmund核的多线性奇异积分算子在Hardy空间和Herz型Hardy空间中的有界性。
5) singular integral operator
奇异积分算子
1.
Weighted norm inequalities for singular integral operators with Dini-type condition;
具有Dini核奇异积分算子的几个加权赋范不等式
2.
On the norm of a Hilbert s type singular integral operator with a parameterized integral kernel and its applications;
一个带参数积分核的Hilbert型奇异积分算子的范数刻画及应用
3.
Some Problems on Commutators Generated by Singular Integral Operators and Oscillatory Integral Operators;
粗糙核奇异积分算子及振荡积分算子的交换子的有界性问题
6) singular integral operators
奇异积分算子
1.
Estimation and application of kernel of singular integral operators with Dini-type condition;
具有Dini型条件的奇异积分算子的核的估计及应用
2.
This paper proves the boundedness of certain principal- value singular integral operators on weighted BMOαover locally compact Vilenkin Groups.
讨论了局部紧 Vilenkin群上一类奇异积分算子的权 BMOα空间的有界
3.
In this paper, we have proved that L2 boundedness of commutators of BMO and Calderon-Zygmund singular integral operators with weak kernel, defined by [B,T]f = BTf-T(Bf) when B ∈ BMO, where T satisfies the following conditions: T(b1) ∈ BMO, T*(b2) ∈ BMO, b2Tb1 ∈ WBP for some accretive functions b1,b2.
本文证明了BMO与弱核条件下Calderón-Zygmund奇异积分算子的交换子 [B,T]f=BTf-T(Bf)的L2有界性,这里B ∈BMO,T对增生的b1,b2,满足 T(b1)∈BMO,T*(b2)∈BMO,b2Tb1∈WBP。
补充资料：delaVallée-Poussin奇异积分
delaVallée-Poussin奇异积分
e la Vallee- Poussin singular integral
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