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combinatorial manifold的中文,翻译,解释,例句

combinatorial manifold

combinatorial manifold的基本解释
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组合流形

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

In this paper, the existence of isometric mapping between the manifold in the high-dimensional data space and the parameter space is proved. By distinguishing the intrinsic dimensionality of high-dimensional data space from the manifold dimensionality, and it is proved that the intrinsic dimensionality is the upper bound of the manifold dimensionality in the high-dimensional space in which there is a toroidal manifold.

首先给出了高维数据的连续流形和低维参数空间之间的等距映射存在性证明,然后区分了嵌入空间维数、高维数据空间的固有维数和流形维数,并证明存在环状流形高维数据空间的参数空间维数小于嵌入空间维数。

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。

更多网络解释 与combinatorial manifold相关的网络解释 [注:此内容来源于网络,仅供参考]

combinatorial manifold:组合廖

combinatorial geometry 组合几何学 | combinatorial manifold 组合廖 | combinatorial method 组合方法

combinatorial manifold:组合流形

组合概率|combinatorial probability | 组合流形|combinatorial manifold | 组合逻辑|combinatory logic

combinatorial manifold:组合流行

组合理则 combinatorial logic | 组合流行 combinatorial manifold | 组合数学 combinatorial mathematics

closed combinatorial manifold:闭组合流形

闭集 closed collection | 闭组合流形 closed combinatorial manifold | 闭复体 closed complex