1) geometric mean estimator
几何均值估计量
2) Geometry Estimate Value
几何估计值
1.
The Research on Support Vector Machine Based on the Geometry Estimate Value of Data Sample;
基于样本几何估计值的支持向量机研究
3) Geometric mean
几何均值
1.
mean,median and geometric mean on fluoride contents and the relationship among them.
目的 :探讨均值、中位数和几何均值三种统计方法对尿氟指标的影响和相互间有无差异。
2.
The approach makes use of another important feature of the scale-free network: the final formation of a scale-free network is controlled by the geometric mean of its degrees.
该方法利用了无标度网络的一个重要性质,即无标度网络的最终形成是受其度的几何均值控制的。
3.
This paper introduce the concepts of the arithmetic mean, the geometric mean and the harmonic mean for two positive definite Self-conjugate metrices of quaternions; give the arithmetic-geometric-harmonic mean inequalities of positive definite Self-conjugate matrices of quaternions, and obtain the maximum property of the a geometric mea
本文引进了两个正定自共轭四元数矩阵的算术均值,几何均值,调和均值三概念,给出了正定自共轭四元数矩阵的算术-几何-调和均值不等式,得到了正定自共轭四元数矩阵的几何均值的一个最大性质及其相关的某些性质。
4) geometric mean value
几何均值
1.
In this paper,the geometric mean value of product of no n zero of base m digits is discussed,the exact calculating formula is given.
研究了非零数字之积函数几何均值的求法 ,并给出了一个具体的公
2.
In this paper, We discuss the geometric mean value of non -zero of base 10 digtits of n∈N, then give an exact calculating formula.
本文给出了十进制中非零数字之积函数几何均值 A(N)的一个精确计算公式。
3.
In the first chapter, we studied the geometric mean value of product of non-zero digits in base 10.
关于十进制非零数字之积函数的几何均值及数论函数对平方补数的均值 本文分为两章,主要研究了几种数论函数的均值问题。
5) geometric estimate
几何估计
1.
The geometric estimates for the solutions of several nonlinear operator equations,such as Banach contractive mapping,uniformly accretive mapping and quasi-contractive mapping are obtained in Hilbert space and L p space.
在Hilbert空间及Lp空间中,对几类非线性算子方程在Banach压缩映射、一致增生映射及准压缩映射下做出了解的几何估计。
6) geometric mean
几何平均值
1.
The mathematical mean of the physical quantity has multiple expressions forms, including arithmetical mean and geometric mean, etc.
物理量的数学平均值有算术平均值和几何平均值等多种表达形式,这些数学平均值所表达的物理含义是不同的。
2.
Two methods of energy reconstruction for long column CsI(Tl) crystal detector in the TEXONO experiment, using concepts of “arithmetic mean” and “geometric mean”, have been developed.
提出了用于TEXONO实验中双端读出的长柱形CsI(Tl)闪烁晶体探测器的两种粒子能量重建方法———“算术平均值能量重建法”和“几何平均值能量重建法” ,讨论了两种算法的理论依据和计算方法 ,并对两种算法进行了比
补充资料:几何
①〈书〉多少:价值~?ㄧ曾~时。②几何学的简称。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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