运筹学

Data Envelopment Analysis is an intersectional field of operation research, management science and mathematical economics.

数据包络分析是运筹学、管理科学和数理经济学交叉的一个新的领域，是基于数学规划理论评价具有多个输入与多个输出决策单元间相对有效性的系统分析方法。

Study on integration of FCDSS at watershed scale covers remote sensing , remote telemetry, geographical information system , network technology, database technology, system engineering and operational research , etc., and is a intersectional research topic.

流域防洪调度决策支持系统集成化研究覆盖了遥感、遥测、地理信息系统、网络技术、数据库技术以及系统工程和运筹学等多种学科，是一交叉的前沿研究课题。

Mathematical programming covers many important areas in Operational Research and Modern Applied Mathematics, with wide applications in practice.

数学规划是运筹学的一个主要组成部分，是现代应用数学的一门重要学科，有着鲜明的实际应用背景。

Involves the membership function specifically, the operations research, and so on linear algebra, as well as mathematical model of analytic hierarchy process, matrix representation and so on.

具体涉及隶属函数，运筹学，线性代数等数学知识，以及层次分析法，矩阵计算等数学模型。

The paper analyses an algorithm named the maximal element method about radar jamming resources assignment based on the principles of operational research.

本文在运筹学的基础上，研究了一种干扰资源分配算法，称之为最大元素法。

In operations research, a procedure for locating the maximum or minimum of a linear function of variables that are subject to linear constraints

在运筹学中，找出受线性约束的变量的线性函数的最大值或最小值的过程。

In operations research, a procedure for locating the maximum or minimum of a linear function of variables that are subject to linear constraints.

在运筹学中，找出受线性约束的变量的线性函数的最大值或最小值的过程。私立学校中）年幼的，小的

Research, a procedure for locating the maximum or minimum of a linear function of variables that are subject to linear constraints.

在运筹学中，找出受线性约束的变量的线性函数的最大值或最小值的过程。

In operations research , a procedure for locating the maximum or minimum of a linear function of variables that are subject to linear constraints

在运筹学中，找出受线性约束的变量的线性函数的最大值或最小值的过程。研究与开发之间相隔的时间。

The maximum flow problem is a focus of the studies about graph theory, operational research, optimization theory.

网络最大流问题一直是图论、运筹学、优化理论等领域的研究重点。

The split between the two groups can hardly be papered over.

这两个团体间的分歧难以掩饰。

This approach not only encourages a greater number of responses, but minimizes the likelihood of stale groupthink.

这种做法不仅鼓励了更多的反应，而且减少跟风的可能性。