1) continuity in the uniform opeator topology
![点击朗读](/dictall/images/read.gif)
一致算子拓扑连续
2) continuity in the uniform operator topology
![点击朗读](/dictall/images/read.gif)
一致算子拓扑连续性
3) continuous in the uniform operator topology
![点击朗读](/dictall/images/read.gif)
按一致算子拓扑连续
4) uniform operator topology
![点击朗读](/dictall/images/read.gif)
一致算子拓扑
1.
In this paper, By the decompose theory of Hilbert-Schmidt operator,We have proved that the expansion theorem of the solutions of the transport equation for a bounded convex body with anisotropic scattering and fission, and the expansion converges uniformly in the uniform operator topology.
本文使用Hilbert-Schmidt算子的分解理论 ,证明了 :有界凸体中一类具各向异性散射和裂变的迁移方程解的展开定理 ,并说明了该展开式在一致算子拓扑意义一致收敛。
5) weak operator topology continuous
![点击朗读](/dictall/images/read.gif)
弱算子拓扑连续
1.
In this paper,we show that a weak operator topology continuous linear map of right*-preserving kernel into range is a generizal right *-inner derivation ,i.
证明了B(H)上的关于弱算子拓扑连续的右 -核值保持映射是广义右 -内导子 。
补充资料:一致拓扑
一致拓扑
uniform topology
滤子(filter).如果存在可以生成这个拓扑的一致结构,此拓扑就称为可一致化的(unift〕r恤able).并不是所有拓扑空间都可一致化;例如非正则空间. M.H.B呱uex阳ex”盛撰份卜注】参考文献见一致空间(朋亘brm space). 罗高龄译一致拓扑[砚而匆rmt雌阎叨尹;paaooMepua二Tono月or,:] 由一致结构生成的拓扑.详细地说,设X是具有一致结构(un面rm structure)u的集合(即一致空间(山五几nn space”,并且对每个x6x,设B(x)表示X中子集V(x)的集合,V遍取U的近域,则在X中存在一个,实际上也只有一个拓扑(称为一致拓扑),对于它,B(x)对任意x〔X是在x处的邻域
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参考词条