For the closed loop entities, the window clipping is completed by combining the boolean operator used in region. 对闭环实体,组合使用面域的布尔操作实现窗口裁剪。
Two improved theorems of closed operator range are given, and the issues related to operator range are discussed. 给出两个改进的算子闭值域定理,并对相关算子值域问题进行探讨。
It is obtained that the structure of inner π′ closed groups with operator groups in the case that π does not include 2.And some characterization of such groups in the case that π include 2 are given. 当π不含2时,本文得到了带算子群的π′闭群的结构.当π含有素数2时,本文得到了该群的某些特征性质。
On a Question About Closed Operator Densely Defined on Hilbert Space 关于Hilbert空间中闭稠线性算子的一个问题
In this paper, We give a necessary and sufficient condition that closed decomposable operator, is strongly decomposable. 本文给出了封闭可分解算子是强可分解的一个充分必要条件。
Let k ∈ C ( R+), A be a closed linear densely defined operator in the Banach space X and { R ( t)} t ≥ 0 be an exponentially bounded k-regularized resolvent operator family generated by A. 设k∈C(R+),A是Banach空间X中的闭稠定线性算子,且A生成一个指数有界的k-正则预解算子族R(t)。
Here, the definition of Taylor joint spectrum of tuple of commuting bounded linear operators on Banach spaces is extended to the case when the tuple includes a closed operator. Also, the spectrum of this tuple is proved to be a closed set in C~ n. 本文将Banach空间上两两可交换的有界线性算子组的Taylor联合谱的定义推广到含有一个闭算子的算子组的情况,并证明了这种算子组的谱是C~n中的一个闭集。
Let A be a linear closed densely defined operator on a complex Banach space X. 设A为复Banach空间X上的稠定闭算子。
Rough Set Reduction Using Method of Closed Operator 粗糙集约简的闭算子方法
The Closed Graph Theorem for n-Linear Operator n线性算子的闭图象定理
The necessary and sufficient conditions, sufficient conditions, and the constructive expression of the state feedback such that the closed loop singular distributed parameter system is asymptotic stability are given via functional analysis and linear operator semi-group theory. 应用泛函分析及线性算子半群理论的方法给出了使闭环广义分布参数系统渐进稳定的充要条件,充分条件及状态反馈的构造性表达式。
The Strongly Decomposability of Closed Operator 封闭算子的强可分解性
Some Properties of The Closed Linear Operator On The Hilbert Function Modules Hilbert函数模上的闭线性算子的若干性质
The order Dunford-Pettis operator is closed to the order weakly compact operator and the AM-compact operator, which has the research value. 同时它与序弱紧算子、AM-紧算子关系非常紧密,因此有着很好的研究价值。