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度量方程
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  metric equation
     THE METRIC EQUATION OF BI-BASIC GRAPHS AND ITS APPLICATIONS
     双基本图形的度量方程及应用
短句来源
     METRIC EQUATION OF SPHERICAL GEOMETRY AND ITS APPLICATIONS
     球面几何的度量方程及其应用
短句来源
     Some Metric Problems in Non-Euclidean Hyperbolic Geometry I, Isogonal Imbeddiug and Metric Equation
     非欧双曲几何的若干度量问题Ⅰ等角嵌入和度量方程
短句来源
     In this paper, a new image retrieval algorithm in digital library is proposed, it based on the combination of visual features and semantic contents, in addition to the relevance feedback technique, give a dynamic similarity metric equation.
     本文提出的新的适应数字图书馆特点的视觉特征和高层语义相结合的图像检索算法,通过相关反馈构建了动态的相似性度量方程
短句来源
     In this paper the metric equation of [2] is extended to the metric equation of basic graphs of bi-N elements on E", and the higher consine law of [3] is extended also. We proved else that a kind of geometric inequality of [3] is valid for the hi --basic graphs on En.
     本文从理论上将[2]中的度量方程推广到En中的一个双N元基本图形的度量方程.在此基础上推广了[3]中的高维余弦定理; 并将[3]中的一类几何不等式推广到对En中基本图形为点的双基本图形仍然成立。
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  metric equations
     The Generalization of Metric Equations in the High-Dimensional Euclidean Space and Their Applications
     高维欧氏空间中的广义度量方程及其应用
短句来源
     Applications of the Metric Equations in Non-euclidean space
     非欧空间中度量方程的应用
短句来源
     Generalized Metric Equations in Non-Euclidean Space and Their Applications
     非欧空间中的广义度量方程及其应用
短句来源
     In this paper, applying metric equations for the n-dimensional spherical space and the n-dimensional hyperbolic space, two forms of cisine theorems in the n-dimensional spherical space were established, and the formula for computing radius of inscribed sphere of an n-dimensional in the spherical space and the hyperbolic space were established.
     应用n维球面型空间与n 维双曲空间中的度量方程,建立了n维球面型空间中第一余弦定理和第二余弦定理,并给出了n维球面型空间与n 维双曲空间中n 维单形内切球半径计算公式。
短句来源
     In this article, using the algebraic method, the metric equations in the high-dimensional Euclidean space, given by Yang lu and Zhang Jingzhong, are generalized to two sites of limited elementary material, the generalized metric equations are obtained, especially and the Cayley theorem is generalized yet.
     本文利用代数的方法,证明了:对于两个等数量有限基本元素构成的集合,杨路和张景中关于高维欧氏空间En中的度量方程仍然成立,得到了一个广义度量方程,其特殊情况就是著名的Cayley定理.
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  “度量方程”译为未确定词的双语例句
     THE MERIC EQUATION OF BIFUNDAMENTAL FIGURATE AND APPLICATIONS
     双基本图形的度量方程及其应用
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     METRIC EQUTION APPLIED TO GENERALIZED FORM OF KRAUSE'S THEOREM
     度量方程应用于Krause定理的推广
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  metric equations
The metric equations stay the same if the coupling constant is rescaled, but the equations of motion of a test particle, derived from the conservation equations, differ from those of the usual BD theory without torsion.
      
The metric equations are integrated, and the line elements of the spacetimes in question are explicitly given in a diagonal form.
      
Data analysis was done using the appropriate color difference metric equations.
      
Data were collected before and after composite curing using a spectrophotometer and analyzed using the appropriate color difference metric equations.
      


In this paper the metric equation of [2] is extended to the metric equation of basic graphs of bi-N elements on E", and the higher consine law of [3] is extended also. We proved else that a kind of geometric inequality of [3] is valid for the hi --basic graphs on En.

本文从理论上将[2]中的度量方程推广到En中的一个双N元基本图形的度量方程.在此基础上推广了[3]中的高维余弦定理;并将[3]中的一类几何不等式推广到对En中基本图形为点的双基本图形仍然成立。

The metric equation of fundamental figurate in E ̄n is a important result in distancegeometry. The authors gave a concept for bifundamental figurate in E ̄n established its metric equation,and generalized higher dimensional cosine theorem.This theorem can be used to compute severalincluded angles,for example one between diagonals of quadrilateral in E ̄3,one between noncoplanarline in E ̄3,et al.Finally,the authors generalized a class of geometric inequalities for finite point set inE ̄n to bifundamental figurate,where...

The metric equation of fundamental figurate in E ̄n is a important result in distancegeometry. The authors gave a concept for bifundamental figurate in E ̄n established its metric equation,and generalized higher dimensional cosine theorem.This theorem can be used to compute severalincluded angles,for example one between diagonals of quadrilateral in E ̄3,one between noncoplanarline in E ̄3,et al.Finally,the authors generalized a class of geometric inequalities for finite point set inE ̄n to bifundamental figurate,where fundamental figurate is regarded a point of bifundamentalfigurate.

E ̄n中基本图形的度量方程是距离几何中的一个重要结果.作者提出了E ̄n中双基本图形的概念,建立了双基本图形的度量方程,并相应地推广了高维余弦定理,后者可以用于计算许多夹角,例如E ̄3中异面直线的夹角和E ̄2中四边形的对角线的夹角.最后,还把关于E ̄n中有限点集的一类几何不等式推广到基本图形为点的双基本图形.

Let g,(z) be a differecnliahIe (p,q)-form wilh compacl support in thc unit ball B" = C".This paper constructs expIicitly the (p,q)-Green form N(z,w) of the equation DN = g, whereand * is lhe Hodge dual operator with respecl to the intrinsic metric ofB". lt is useful to obtalning explicit solutions of,equation on the unit ball B" with respect to theintrinsic metric.

设g(z)是单位超球BnCn上具紧支集的可数(p,q)形式.构造了满足方程N=g的(p,q)格林形式N(z,w)的显示表达式,其中是Bn上关于内蕴度量的Hodge对偶算子.这有助于求出单位超球Bn上关于内蕴度量的方程的解.

 
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