度量性质

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  • metric property
度量性质度量性质
  1. 一类奇异单调函数与二进小数的一个度量性质

    A class of singular monotone functions and a metric property of binary decimal

  2. 利用复仿射平面上的完全四点形表示二次曲线的度量性质

    Use the complete fore-point in complex affine plen show the metric property of conic

  3. 研究了Engel连分数展式的度量性质。

    In this paper , we consider the metric properties in the expansion of Engel continued fraction .

  4. 导致园映象至混沌转变的临界度量性质

    Properties of Critical Metric from Circle Mapping to Chaotic Change - Over

  5. 函数空间及其广义度量性质

    Function Space and Its Generalized Metric Properties

  6. 关于高斯映射的一些基本的度量性质

    Some Fundamental Measure Properties on Gauss Mapping

  7. 在本文中,首先,我们对拓扑函数空间的广义度量性质进行了伸入的研究。

    In this paper , first , we investigate the generalized metric properties of the topological functional space .

  8. 本文提出了用于衡量收入分配平等程度的修正加权变异系数计算公式,并且从数学上证明了修正加权变异系数具有类似于基尼系数那样的良好度量性质。

    This paper introduces a useful formula of amended weighed coefficient of variation for measuring Income Distribution Equality and shows the index of amended weighed coefficient of variation has good measuring characteristics like Gini coefficient .

  9. 本文在2-距离空间讨论Hausdorff度量的性质。

    In this paper , the properties of Hausdorff metric are studied in 2 metric space .

  10. 本文是关于推广的Douglas-Weyl度量曲率性质的研究。

    In this paper , we study the curvature properties of generalized Douglas-Weyl metrics .

  11. 伪对称集的一个代数特征及度量加性质

    An Algebraic Characterization and Metric Sum Property on Pseudo-Sym metric Set

  12. 单形径向P-次平均体的度量极值性质

    Metric Extremum Properties of Radial P-th Mean Bodies of Simplices

  13. 关于一类特殊的(α,β)-度量的性质

    On a Class of Special (α,β) - Metric

  14. 利用这种多体纠缠度量的性质,我们得到了一系列的多体量子态的相容性条件以及纠缠单调性关系。

    The properties of our measure naturally leads to a series of compatibility conditions and monogamy relations for multipartite pure states .

  15. 一致Gd~-度量及其基本性质

    The Uniform G_d ~ - metric and Its Basic Properties

  16. 多连通区域中一些与Poincare度量有关的性质

    Some Properties related to Poincare Measure in Multi-connected Region

  17. 广义Hartley度量及其基本性质

    General Hartley Measure and Its Basic Properties

  18. 具有迷向曲率的Finsler度量的某些性质

    Some Properties of Finsler Metric with Isotropic Curvature

  19. 对称差度量及基本性质

    Symmetric Difference Metric and Its Basic Properties

  20. 伪度量空间的性质

    On Properties of Pseudo Metric Space

  21. 研究核函数的几何度量和几何性质,并给出核函数选择(核选择)的建议。

    The geometric measures and properties of the kernel functions were studied and some suggestions about the selection of kernel functions were presented .

  22. 近几十年来,人们对非齐次马氏链的强极限定理、遍历性和熵率、散度、样本相对熵率等信息度量的相关性质展开了大量研究。

    The research about limit theorems , ergodic properties , entropy rate , divergence and sample relative entropy rate has been researching in recent years .

  23. 对特大断面隧道的浅埋问题进行专题研究,建立了浅埋问题的研究方法,并提出了等效半径的概念作为度量浅埋性质的指标。

    Special research in shallow-buried issue of super-large cross-section tunnel leaded to establishment of the research method of shallow-buried issue , and put forward the concept of equivalent radius , as a indicator of shallow-buried properties . 6 .

  24. 研究Fuzzy度量空间的一些性质,给出了几个集值映射的不动点定理.在计算机视觉中,如何由非定标序列图象得到相机和景物的度量特性是相机自定标技术要解决的主要问题。

    Some metric properties and fixed points of multi-valued mapping are established for fuzzy metric space . Self-calibration is the computation of metric properties of the cameras and the scene from a set of uncalibrated images .

  25. 进一步给出在Lipschitz连通的度量空间具有压缩性质的充分必要条件是空间具有Lipschitz完备性。

    Moreover , Lipschitz connected metric spaces have the contraction property if and only if it is Lipschitz complete .

  26. 证明在道路连通的度量空间中压缩性质不一定能推出通常的完备性,但可以推出Lipschitz完备性。

    Author note that in path connected metric spaces the contraction property implies not , in general , usual completeness but Lipschitz completeness .

  27. 具有标量旗曲率的芬斯勒度量的若干重要性质

    Some Important Properities of Finsler Metrics of Scalar Flag Curvature

  28. WF-模糊度量空间的若干性质(Ⅰ)

    Some properties on WF fuzzy metric spaces (ⅰ)

  29. 随机度量空间的压缩性质

    The Contraction Property of Random Metric Space

  30. 黎曼流形上半对称度量联络的一些性质

    Some Properties of the Semi-symmetric Metric Connection