1) the arithmetic weighted algorithm
算术加权算法
1.
With the method of constructing counter-example, it is illustrated that the arithmetic weighted algorithm and the exponential weighted algorithm belong to.
用构造反例的办法说明了算术加权算法与指数加权算法属于不同的等价类;但实际应用中可作为属于同一等价类来处理。
2) weight and arithmetic average methods
加权算术平均法
1.
The text uses the weight and arithmetic average methods to depict the water quality pollution of the Yangtze River in the about two years,and find the the water quality pollution condition of every areas and non-linear regression to find the approximately distributing of the main infectant to time or space.
文中运用加权算术平均法对长江近两年多的水质污染情况进行了定量的刻画得到各地区水质的污染状况。
3) weighted algorithm
加权算法
1.
A weighted algorithm of Triangular window and wavelet transform are using to measure active power and power factor of three-phase.
采用三角窗加权算法并结合小波变换计算非正弦状态下三相异步电机有功功率、功率因数,其测量误差与相对频偏的平方成正比。
2.
A formula of synthetic errors is obtained from analysis of effect of synchronous error and quantification noise on the measurement precision of the electrical parameters in extracting an effective value and active power by using a weighted algorithm.
分析了用加权算法求有效值及有功功率时,同步偏差及量化噪声对测量精度的影响,得到其综合误差公式。
3.
By the analysis derivation for the features of the in strument structure,compensating principle,the application of error signal and weighted algorithm,the paper proofed the feasibility of these two wellbore compensating m.
通过对仪器结构特点、补偿原理、误差信号的应用及加权算法等方面的分析推导,论证这两种井眼补偿方法的可行性,为最终解决仪器的测量精度、分辨率和探测深度等问题提供了一定的理论依据,同时为开展电磁波电阻率实时定量解释提供了基础参数。
5) weighted arithmetic sum
加权算术和
6) Unweighted pair-group method with arithmetic mean(UPGMA)
非加权配对算术平均法
补充资料：加性算术函数
加性算术函数
additive arithmetic function
加性算术函数【addi‘veari由me血俪‘皿;那班盯..翻.脚峥Mer一中y.侧.} 单变量的算术函数，对于两个互素的整数阴，”，它满足条件 f(m。)=f(，)+f(n)·一个加性算术函数称为强加性的(strongly additive)，如果对于所有素数P和所有正整数a，条件f(扩)=刀沪)成立一个加性算术函数称为完全加性的(~Pletely肛记众ive)，如果条件f(mn)可伽卜f扭)对于非互素的整数川，。也成立;在这种情形下f印a)=叮(P). 例如:函数Q(m)是加性算术函数，它表示数爪的全部素因子的个数(重因子按其重数计算个数);函数田(m)是强加性的，它表示数m的不同的素因子的个数;而函数logm是完全加性的.H.n.Ky6~撰【补注】算术函数也称为数论函数(n umber一theore-tie funCtion).
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条