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度量形式
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  “度量形式”译为未确定词的双语例句
     Lere UIL 01 9, uenneuis a harmonicmorphism, where R~ x R~ is given the product metric having the formTheorem 2.4be two harmonicmorDhisrns. then the direct sumis a harmonic morphism,where the product manifold MJ~ x is provided with the productmetric
     这里 R~M_r×R~M——r具有乘积度量形式定理2.4设是两个调和态射,它们的直和φ1_φ_2定义为,乘积流形具有积度量,那么φ1_ φ_2是调和态射。
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     In this paper, we discuss the convergences that a posterior density, which be determined by MCMC samplers, approach to its exact posterior density, with a few forms of metrics.
     本文讨论用 MCMC样本确定的缺失数据的后验分布收敛到精确分布的问题 ,给出了几种度量形式下的收敛性 . 并严格证明了经验分布的后验形式的几个极限定理 .
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     Fuzzy C spherical shell cluster algorithm is an extension of classic al f uzzy C means algorithm that established for clustering shell shape patterns.
     文章从经典的模糊C均值算法开始通过改变其中相似性的度量形式,介绍了一种模糊C球壳聚类(FCSS)算法。
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  相似匹配句对
     Negative Forms and Contextual Factors Regulating the Degree of Negation
     否定形式和语境对否定度量的规约
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     From the "Methodology" to the "Form"
     从“方法”到“形式
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     fable of form
     形式的寓言
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     Measurement of Convexity
     凸性的度量
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     THE MEASUREMENT OF TIME
     时间的度量
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The relation between controllability of generalized systems and that of regular systems is studied theoretically in this paper. As the applications of this relation, the most economical structure synthesis (MESS) of generalized systems is presented with its solution, and some measures of the degree of controllability of generalized systems are introduced. An illutrative example is also given.

本文首先给出了广义系统能控性与正常系统能控性的关系,并由此讨论了广义系统最优经济结构综合问题及能控性程度的度量形式。最后给出了工程算例。

Statistical complexity measures are proposed as general indicators of structure or correlation. Recently, R. Lopez-Ruiz introduced another measure of statistical complexity CLMC that, satisfies the boundary conditions of vanishing in the extreme ordered and disordered limits. David P. Feldman examined some properties of CLMC and found that it is neither an intensive nor extensive thermodynamic variable, and proposed a simple alteration of CLMC that renders its extensive. However the remedy results in a quantity...

Statistical complexity measures are proposed as general indicators of structure or correlation. Recently, R. Lopez-Ruiz introduced another measure of statistical complexity CLMC that, satisfies the boundary conditions of vanishing in the extreme ordered and disordered limits. David P. Feldman examined some properties of CLMC and found that it is neither an intensive nor extensive thermodynamic variable, and proposed a simple alteration of CLMC that renders its extensive. However the remedy results in a quantity that is a trivial solution of the realizes compensatory form of density and not as a measure of structure. For this reason, a statistical complexity measure should not only satisfy the boundary condition of order-random but also obviously shows described structure. Therefore, we alter the disequilibrium term by the information of time irreversibility (information of nonlinear sequence dynamics) and present a novel statistical complexity measure which is used to quantify the complexity caused by nonlinear dynamics. This statistical complexity measure allows reliable detection of periodic, quais-periodic, linear stochastic and chaotic dynamics. When it is applied to analysis of heart rate data, the estimated statistical complexity appears to be correlated with different cardiac dynamics.

统计复杂性度量方法是作为结构或关联的一般性指示被提出来的。最近 ,Lopez -Ruiz等提出一种称为CLMC 的统计复杂性测度 ,满足在秩序和随机两个极端情况下测度为0的边界条件。David详细研究了CLMC 的特性 ,发现它既不是一个热力学集中变量也不是一个热力学扩张变量 ,并提出一种满足热力学扩张特性的补偿形式 ,但最后证明CLMC 只是熵密度的普通解 ,不能作为结构测度。因此统计复杂性度量不仅应满足有序 -随机的边界条件 ,而且应明确给出所刻划的结构。采用CLMC 的统计复杂性度量的形式 ,并利用时间不可逆性 (序列的动力非线性信息 )作为补偿项 ,提出一种新的统计复杂性度量方法。用于揭示由非线性引起的系统复杂程度。在成功检验了周期信号、拟周期信号、线性高斯过程和混沌的基础上 ,最后应用于心率信号分析 ,结果表明统计复杂性测度与不同的心脏功能状态相关联

In this paper, we discuss the convergences that a posterior density, which be determined by MCMC samplers, approach to its exact posterior density, with a few forms of metrics.

本文讨论用 MCMC样本确定的缺失数据的后验分布收敛到精确分布的问题 ,给出了几种度量形式下的收敛性 .并严格证明了经验分布的后验形式的几个极限定理 .

 
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