combinatorial closure

combinatorial closure的基本解释

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组合闭包

与combinatorial closure相关的网络例句 [注：此内容来源于网络，仅供参考]

Open introduction of official of closure operation center, use small drop oneself since active defence software, opened system of information of network of closure operation center to be prevented successfully hacker and the attack that to operation center hundreds computer adds up to 1856 times mixes all sorts of virus inbreak, never had happened to open closure to wait for incident of all sorts of information divulge a secret about plan, the development unit that BOCOG orders active defence software for this Xiang Wei -- small drop company was issued " outstanding contribution " commemorative certificate, open closure operation center to send letter acknowledgment technically also.

开闭幕式运营中心官员介绍，自使用微点主动防御软件以来，开闭幕式运营中心网络信息系统成功阻止了黑客和各种病毒对运营中心数百台电脑共计1856次的攻击和入侵，从未发生过开闭幕式有关方案等各种信息泄密事件，北京奥组委为此向微点主动防御软件的研制单位——微点公司颁发了"突出贡献"纪念证书，开闭幕式运营中心也专门致信感谢。

By the combinatorial proof or combinatorial interpretation, the identity is equipped with certain count meaning. The most general way in the combinatorial proof is to count two sides of the identity by two different methods. Generaly, through building a bijection from one set to another one, the number of the two sets respectively represents the two sides of the identity.

恒等式的组合证明或组合解释赋予了恒等式一定的计数意义，组合证明最常用的方法是分别用两种不同的方法对恒等式的两端进行计数，一般通过构造两个集合之间的双射，这两个集合的个数分别表示恒等式的两端，从而根据双射的一一对应性证明恒等式。

Moreover, by the combinatorial proof or combinatorial interpretation, the identity is equipped with certain count meaning. The most general way in the combinatorial proofs is to count two sides of the identity by two different methods. Generaly, through building a bijection from one set to another one, the number of the two sets respectively represents the two sides of the identity. Because of the 1-1 property of bijection, the identity is proved.

此外，恒等式的组合证明或组合解释赋予了恒等式一定的计数意义，组合证明最常用的方法是分别用两种不同的方法对恒等式的两端进行计数，一般通过构造两个集合之间的双射，这两个集合的个数分别表示恒等式的两端，从而根据双射的一一对应性证明恒等式。