算术平均数

调和平均数与算术平均数的讨论

Discussion on Harmonic Mean and the Arithmetic Mean

由于算术平均数易受极端数据的影响，现行由评委集体评选计分的方法，往往不能反映大多数评委的意见。

As the arithmetic mean is easily affected by the extreme data , present method of giving a mark collectively by judges can not always reflect most of their opinions .

如平均指标中的算术平均数与调和平均数H的定义基本公式可认为是一样的。

The arithmetical average in be like average index and the definition that move peace to all count H are basic and formulary like can considering as .

算术平均数、几何平均数与调和平均数之间的关系

The Relation between Arithmetic Average , Geometrical Average and Harmonic Average

中位数、众数、算术平均数及其关系的探讨

Discussion on Meddle , Mode and Arithmetic Average and Their Relationship

算术平均数与强度相对指标辨析

Discrimination and Analysis of Arithmetic Average and Strength Relative Index

数列修匀的加权算术平均数&中位数混合移动平均法

A New Graduated Method : the Mixed Moving Average Method of Weighted-Arithmetic-mean and Median

从算术平均数谈最小一乘法与最小二乘法的区别

Discussing from the Arithmetic Average of the Difference between the Least One Multiplication and the Least Square Method

中间汇率是买入汇率和卖出汇率的算术平均数。

Middle rate is the arithmetic average rate of buying rate and selling rate , used for inter-bank .

结论表明，几何平均综合矩阵的一致性指标要小于各决策矩阵一致性指标的算术平均数。

The conclusion indicated that the consistency of GMJ was less than the mean of the consistencies of judgments .

统计描述和统计推断分析方法。使用算术平均数、频数、率等进行了相关的描述性统计。

Statistical description and statistical inference : The arithmetic average , frequency and rate were used for the relevant descriptive statistics .

调和平均数、几何平均数和算术平均数之间存在单调非减关系，并且可将它们归结为幂平均数的一些特殊形式。

There is nondecreasing relationship among arithmetic average , geometrical average and harmonic averge . The three averages can be given by power average .

算术平均数、中位数和众数单元改革的实验报告发布中的所有项目已通过数据验证（指行数验证和值校验）。

An Experiment Report on Reform of the Curriculum of the Representatives of Datum ; All articles in the publication passed data validation ( rowcount and checksum ) .

进而分析了通过平均指标衡量算术平均数代表性的方法，并就判别定理适用范围进行了分析。

Consequently , it introduces the method of evaluating the representativeness of arithmetic mean by arithmetic mean quota with analysis made on the application scope of the judging axiom .

建立了一个新的泛函不等式，作为应用，给出了著名不等式几何平均数不大于算术平均数及其推广形式的一种新证明。

A new functional inequality was established as one of the two applications , which could prove the notable inequality that the geometrical average is no more than the algebraic average , and could also prove its related forms .