1) dividing-multiplicator method
解乘数法
1.
The dividing-multiplicator method can easily attain the model with intuitionistic results.
“解乘数法”用于求解工程保障组织数学模型 ,计算简便 ,结果直观。
2.
The dividing-multiplicator method stated in this paper is one of the effective methods to solve these problems.
解乘数法是解决此类问题的一种行之有效的方
2) Multiplication demodulation
乘法解调
1.
The system design is based on the virtual reference vector method and multiplication demodulation technique.
为了提高系统的测量精度,本文在虚参考矢量方法与乘法解调技术相结合的测量方法基础上构建而成。
2.
In this paper, several methods of demodulation were introduced, and basing on the application characteristic of ERT system, the multiplication demodulation was adopted for this kind of c.
本文着重分析比较了几种解调方法的优缺点,并根据自身系统的特点选用了乘法解调;设计并仿真了滤波器的性能。
3) multiplier method
乘数法
1.
Methods We chose the active locations of MSM reasonably,and used capture-recapture method and multiplier method to estimate the size of MSM in a certain city of a province.
方法合理选择男男同性恋活动场所,应用捕获-再捕获和乘数法对某省某市同性恋人群进行规模估计,并应用层次分析法,估计该省其它部分地区男男同性恋人群的规模。
2.
Methods Simplified multiplier method and capture-recapture method were adopted to estimate the population size of drug users.
方法采用简易乘数法和捕获-再捕获法对某市吸毒人群进行基数估计。
3.
Multiplier method was adopted to investigate the selected STD clinics and get the number of CSWs who attended these clinics in th.
方法运用普查法与乘数法对暗娼人群基数进行估计,并比较分析影响因素。
4) Lagrange multiplier method
Lagrange乘数法
1.
Several electricity problems are analyzed by use of Lagrange multiplier method, and some meaningful results are obtained.
利用Lagrange乘数法分析几个电学问题,得到了一些有意义的结果。
2.
The Lagrange multiplier method is derived from the view of geometry.
从几何上,直观地介绍求解一类条件极值问题的Lagrange乘数法,显得很形象、易于理解。
3.
The Lagrange multiplier method is one of the approaches for determining conditional extremum of function in Advanced Mathematics.
Lagrange乘数法是《高等数学》中求函数条件极值的一种方法。
5) Lagrange multipliers
Lagrange乘数法
1.
A explaination of λ in Lagrange multipliers;
Lagrange乘数法中λ的一种解释
2.
A learning algorithm of recurrent functional network is proposed,which adopted Lagrange multipliers as an auxiliary function and sums up the learning process of function parameters as solving a series of linear eguations.
提出一种递归泛函网络模型,给出递归泛函网络稳定性的一种判据,即把稳定点转化为某种函数的不动点;给出一般递归泛函网络学习算法,该算法是借助于Lagrange乘数法,作辅助函数对泛函参数学习过程归结为求一组线性方程组的过程;指出基于递度下降学习算法应用于递归泛函网络仅是一种特殊情形。
3.
This paper presented a new kind of functional network model which is based on orthogonal functions,a learning algorithm of orthogonal functional network was proposed,the learning of function parameters uses orthogonal function characteristic and Lagrange multipliers by means of auxiliary function and solving a system of linear equation obtains functions parameters.
该算法是借助于正交函数性质和Lagrange乘数法做辅助函数,对泛函参数学习过程归结为求解一组线性方程组的过程。
6) Multiplied with bigger number method
乘大数法
补充资料:投资乘数与平衡预算乘数
前折指收入的变化与带来这种变化的投资支出的变化的比率
后者指政府收入和支出同时以相答数量增加或减少时国民收入变动对政府收支变动的比率。
后者指政府收入和支出同时以相答数量增加或减少时国民收入变动对政府收支变动的比率。
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