线性序 meaning in Chinese
linear order
Examples
- The two - valued weak model of the first order logic with generalized quantifier q is generalized to be valued in complete weak complemented lattices . for finite linearly - ordered weak complemented lattice , the omitting type theorem is proved
将带广义量词q的一阶逻辑的二值弱模型推广到取值于完备弱可补格上，对有限的线性序弱可补格证明了省略型定理。 - In this paper , the best contribution is to discover that the cofinalities of elements of minimal linearly compactification of go - space exactly reflect the properties of go - space . thus we can set up the relation between go - space and ordinals and resolve some problems which are not resolved by predecessors
但对go -空间的研究还有许多尚待解决的问题，本文的主要工作是发现了go -空间的最小线性序紧化中点的共尾数能很好的反映go空间的性质，从而把go -空间和序数联系了起来，解决了前人遗留的一系列问题。 - There is a natural linear order relationship among the data of one - dimensional sample , so which can be ordered according to the size of the sample points , however , since there is no natural linear order relationship among data of multi - dimensional sample , it is impossible to gain multi - dimensional order statistics in accordance with the order of the size of sample , neither is it impossible to extend many useful methods for one - dimensional nonparametric oiatistics to those for high dimensional ones
对于一维样本，由于数据之间存在一种自然的线性序关系，故可按照样本的大小排序，从而得到秩向量。但对于多维样本，数据之间则不存在自然的线性序关系，无法按照样本的大小排序而得到高维样本的次序统计量并由此把一维非参数统计的许多有用的方法直接推广到高维情形，使得对多元数据的统计分析十分麻烦。