equation

基本解释n.平衡,平均,相等,等式,反应式

网络释义

1)equation,n.平衡;平均;相等;等式;反应式2)equation,平衡;平均;相等;方程;公式;等式;反应式;等分3)equality,相等;等式;平等4)equality,n.同等;平等;相等;等式;等同性5)balanced identity,平衡恒等式6)mean inequality,平均不等式

用法和例句

Based on the popularization of mean inequality,some properties of weighted power mean functions and their applications are discussed.

在推广平均不等式的基础上,讨论了幂平均函数和加权幂平均函数的性质,并简化了一类极限的计算。

As applications of the obtained results,a new proof method about mean inequality is shown.

作为所得结果的应用,给出了平均不等式的一个新证法。

To Generalize Weighted Heron Mean Inequality and Its Dual Form;

广义加权Heron平均不等式及其对偶形式

Inequalities For Two-Parameters Weighted Mean of Convex Function;

关于凸函数的双参数加权平均不等式

On the Monotony of Functions Generated by the Power-mean Inequality;

关于一般幂平均不等式的构成函数的单调性

The Dyadic Derivative, Cesàro Mean and Inequalities for Martingales;

二进导数、Cesàro平均与鞅不等式

The Convex Function and Generalized Mean-inequality (Ⅱ);

凸函数与平均值不等式的推广(Ⅱ)

On an Inequality of Seiffert’s Mean

关于Seiffert平均的一个不等式

Demonstration of the Dynamic Program for Arithmetic Mean and Geometric Mean;

算术平均值与几何平均值不等式的动态规划证明

The weighted arithmetic-geometric mean inequality is a very important inequality in mathematics.

加权算术——几何平均值不等式是数学中的一个重要不等式。

Quasimonotone Function for Constructing Inequality and Problems of Linear Inequalities Involving Power Means

建立不等式的拟单调函数方法与涉及幂平均的线性不等式问题

The Application of Mean Value Relation in Inequality Problems;

平均值关系在不等式有关问题中的应用

Cesáro Average Algorithm of Proximal Projection Methods for Variational Inequalities

渐近投影法解变分不等式的Cesáro平均算法

The Sample Average Approximation Method for the Stochastic Variational Inequality Problem

一类随机变分不等式的抽样平均近似方法

in an uneven and irregular way.

以不平均、不规则的方式。

Inequality is not inequity.

收入的不平均并不代表不平等。

mean diurnal low water inequality

平均日潮低潮不等日潮低潮不等

mean diurnal high water inequality

平均日潮高潮不等日潮高潮不等平均日高潮不等

Application of Two Inferences From Kesi and Average Inequality;

柯西不等式及均值不等式的两个推论的应用

Spread of Discrete Type Hldel Inequality and Weighted Mean Inequality

离散型Hldel不等式与加权均值不等式的推广

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