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双网络 meaning in English

twin network

Examples

  1. Theorem 4 space x is a cosmic space if and only if x is a - compact space with a - weakly hereditarily closure - preserving pair - networks
    , x 。具有。遗传闭包保持双网络当且仅当或者每x ‘ ,是cosmic空间且除可数个a外, x 。
  2. C resilience using separate cluster of midrange servers with high availability and fault - resilient features like dual network cards and mirrored disks
    C弹性使用独立的群组中型伺服器,配备了双网络卡及镜像备份系统,以提供高度可用率及弹性。
  3. On its basis , gao zhimin introduced the concept of pair - network and proved that a space has - locally finite pair - networks if and only if it is cosmic space in 1986
    在此基础上, 1986年高智民引入了双网络( pair - network )的概念,证明了具有局部有限双网络的正则空间等价于cosmic空间。
  4. Yan pengfei proved that a space has point countable pair - networks if and only if it is cosmic space in 1999 further and put forword the question how we depict the space with - hereditarily closure - preserving pair - networks on the basis of acquirement of interested characteristics of the space with - hereditarily closure - preserving cs * - networks
    1999年燕鹏飞进一步证明了具有点可数双网络的正则空间也等价于cosmic空间,并在获得了具有遗传闭包保持cs ~ *双网络( cs ~ * - network )空间的有趣的内在特征之后提出问题:如何刻画具有遗传闭包保持双网络的正则空间
  5. With the help of successful experiences the space with - hereditarily closure - preserving cs * pair - networks and the space with - hereditarily closure - preserving psedobases have gained , this thesis makes a research of the space with - hereditarily closure - preserving pair - networks at the aspects of the yan pengfei ' s question of space with - hereditarily closure - preserving pair - networks and discusses the equivalent depiction of this space and the connection between this space and related generalized metric space and the topological properties of this space . at the same time , it make further consideration of the similar structure of space with - weakly hereditarily closure - preserving pair - networks
    本文围绕燕鹏飞关于遗传闭包保持双网络空间的问题,借助具有遗传闭包保持cs ~ *双网络空间和具有遗传闭包保持伪基空间已取得的成功经验,对具有遗传闭包保持双网络的空间进行研究,探索该空间的等价刻画及与相关广义度量空间的联系,并由此讨论这类空间的可加性、遗华南师范人学硕十学位论文传性、可积性及映射性质等拓扑运算性质
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