1) vector-valued sublinear operators
向量值次线性算子
1.
In this paper,the author establishes the strong and weak type norm inequalities for a vector-valued sublinear operators on the weighted Herz-Morrey spaces;using this,the author obtains the inequalities for a class of singular operators defined on Rn which include the Calderon-zygmundoperators as special cases.
研究了向量值次线性算子在Herz-Morrey空间及弱Herz-Morrey空间上的加权有界性,得到了一大类定义在Rn上的算子向量值不等式。
2) vector valued operator
向量值算子
3) sublinear operator
次线性算子
1.
Boundedness of sublinear operators on Herz-Morrey spaces;
次线性算子在Herz-Morrey空间上的有界性
2.
The weak estimates for sublinear operators on weighted Herz spaces;
次线性算子在加权Herz空间上的弱型估计
3.
Boundedness of some sublinear operators and commutators on homogeneous Morrey-Herz spaces with non doubling measures
非齐型齐次Morrey-Herz空间中某些次线性算子和交换子的有界性
4) sublinear operators
次线性算子
1.
Moreover,as an application of our resule,we obtain a wide class of vector-valued ineaualities of sublinear operators defined on R~n.
研究了向量值Hardy-Littlewood算子在加权Herz-Morrey空间及加权弱Herz-Morrey空间上的有界性,应用这些结果,得到了一大类定义在Rn上的次线性算子向量值不等式。
2.
And the boundedness of some sublinear operators and commutators generated by Calderón-Zygmund operators with RBMO(μ) functions in these spaces is proved.
引入了非齐型空间上的Herz空间 ,并且证明了某些次线性算子及由Calder幃ｎ Zygmund算子和RBMO(μ)函数生成的交换子在这些空间中的有界性 。
3.
The boundedness of some sublinear operators on the Herz-Morrey spaces is studied.
在齐型空间上定义了 Herz-Morrey空间 ,并研究了某些次线性算子在 Herz-Morrey空间上的有界
5) vector-valued maximal operators
向量值极大算子
6) sublinear operator T
次线性算子T
1.
In this paper,we study a inequality\'s necessary and sufficient condition for sublinear operator T in Orlicz spaces.
研究了Orlicz空间中次线性算子T的不等式的一个等价条件,利用分布函数的性质,推广了已有的Hardy-Littlewood极大算子不等式的结论。
补充资料：输出反馈(见线性二次型次优控制)
输出反馈(见线性二次型次优控制)
output feedback
3h日c卜口fon以以{输出反馈型次优控制。(output王eedbaek)见线性二次
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参考词条