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vector space中文是什么意思

  • 矢量空间
  • 维向量空间
  • 线性空间
  • 向量代数
  • 向量空间

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  • 例句与用法
  • We have discussed sum for subspace of vector space , and cannot popularize sum of subspace to infinitude
    摘要对向量空间的子空间的和的概念不能推广到无限多个子空间的情形进行了讨论。
  • Describing the vector space model of texts , analysing and comparing several algorithms of text categorization ; 2
    描述了文本的向量空间模型,并进行了常用文本分类算法的性能分析; 2
  • Finally , we give a simple condition for nondegeneracy of symmetric bilinear forms on infinite dimensional vector spaces
    最后,我们给出有限维向量空间中对称双线性型非退化的简单条件。
  • The technique of this paper is to reduce the ease of modules to that of vector spaces by taking localizations and quotients of modules
    方法是通过取模的局部化以及商模,使环上的模的问题转化到域上来解决。
  • The subjects to be covered include groups , vector spaces , linear transformations , symmetry groups , bilinear forms , and linear groups
    涵盖的主题包括群、向量空间、线性转换、对称群、双线性结构、线性群等。
  • In vector space model of information retrieval , a text is represented as a weighted vector which is composed of terms weighting of the text
    摘要在信息检索的向量空间模型中,文本被形式化表示为由词语权重组成的向量。
  • The secure threshold secret sharing scheme and the secure vector space secret sharing scheme proposed in the dissertation can meet this need
    本文提出的安全的门限秘密共享方案和安全矢量空间秘密共享方案能够满足这一要求。
  • The text information is always depicted using vector space model . therefore , the text should be preprocessed to degrade the number of words
    文本信息处理通常采用向量空间模型表示文本信息,需要对单词进行预处理以降低单词数量。
  • Both the theory analysis and experimental results show that it has higher recall and precision using the new model than using traditional vector space model
    理论分析与实验结果表明,这种模型比传统向量空间模型具有更好的查全率与查准率。
  • 更多例句:  1  2  3  4  5
  • 百科解释
A vector space is a mathematical structure formed by a collection of elements called vectors, which may be added together and multiplied ("scaled") by numbers, called scalars in this context. Scalars are often taken to be real numbers, but there are also vector spaces with scalar multiplication by complex numbers, rational numbers, or generally any field.
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Last modified time:Fri, 15 Aug 2025 00:29:56 GMT

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