Convex function plays an important role in mathematical programming.
凸函数在数学规划中具有十分重要的作用。
Furthermore, the comparison is made between ESO and mathematical programming.
在此过程中，还将渐进优化方法与数学规划法进行了对照。
Cpm; Confidence intervals; Mathematical programming; Monte Carlo simulation; Coverage percentage.
信赖区间；数学规划；蒙地卡罗模拟法；涵盖率。
The nonlinear theory of mathematical programming was used to develop a direct iterative algorithm.
借助数学规划中的非线性理论，可构造出上述问题的直接迭代求解算法。
It may be seen that the deconvolution in time domain has a close relation to mathematical programming.
可见，时间域反褶积问题与数学规划问题紧密相联。
For the capacity planning problem at each level, a two-stage mathematical programming model is presented.
针对各阶层的产能规划问题，提出两段式产能规划数学模型。
How to solve it is much more complex than that of ordinary mathematical programming because of its random coefficients.
由于在系数中引入了随机变量，使得随机规划问题的求解比普通的数学规划要复杂得多。
Convexity and generalized convexity of functions play an important role in mathematical programming and optimal theory.
函数的凸性与广义凸性在数学规划以及最优化理论中起着非常重要的作用。
This paper presents a new analytical method for elastoplastic response of structures, the mathematical programming method.
介绍了结构弹塑性反应分析的一种新方法——数学规划方法。
The mathematical programming and optimal control theory were introduced into the optimal design of axial flow turbine stages.
把数学规划论和现代最优控制论引入了轴流涡轮级的优化设计。
Therefore, the research on convexity and generalized convexity is one of the most important aspects in mathematical programming.
因此，对凸函数和广义凸函数的研究是数学规划中最重要的内容之一。
The linear complementarity problem was very useful in economics, it was widely used in game theory and mathematical programming.
线性互补问题在经济学、对策论和数学规划领域中有广泛的应用，线性互补问题解的存在性与特殊矩阵密切相关。
This project is an intersection of mathematical programming, information science, management science as well as computer science.
本项目为数学规划、信息科学、管理科学、以及计算机科学的交叉项目。
This paper introduces a method of computer aided design on optimum acidproof property of enamel products by mathematical programming.
介绍一种用数学规划方法进行搪瓷产品耐酸性能最佳的计算机辅助设计方法。
To transfer a polyhedron between the "sum-form" and the "intersection-form" is a fundamental problem in the mathematical programming.
将一个凸多面体在“和形式”与“交形式”之间进行转化是数学规划中的一个基本问题。
In mathematical programming, the problem in which the objective function and constraints are not all linear is called nonlinear programming.
在数学规划中，当问题的目标函数和约束条件并非均为线性时，该问题即称为非线性规划。
Combining finite element method and the mathematical programming technique, a procedure of back analysis of consolidation has been developed.
结合有限单元法和数学规划法提出一确定地基固结过程中材料参数的反分析法。
Mathematical programming is important in feature selection, clustering and regression, and these are the problems, which are solved imminently.
数学规划在特征提取、聚类和回归等方面有很重要的应用，而这些都是数据挖掘亟待解决的问题。
The optimum design of steering mechanism is, in this paper, performed by means of mathematical programming method and optimum design principle.
本文应用数学规划法和最优化设计的原理对转向机构进行了优化设计。
The analytical framework of choice in this study was stochastic efficiency analysis in a mathematical programming form of Mean-Gini difference.
研究方法采用以期望值—基尼均差为集合空间的随机优势风险决策模型。
In this paper, the implicit enumeration methods for mathematical programming are effectively classified: well-implied and ill-implied enumerations.
对数学规划中的枚举法进行了有效的分类：良性隐式枚举与病态隐式枚举。
A mathematical programming model for arms optimal apportionment is established according to the detailed analysis of regional air defense disposition.
对区域防空战斗部署进行了详细分析，建立了兵力优化分配的数学规划模型。
There are different kinds of methods, including mathematical programming, heuristic algorithms, and multi-objective based on weighted attribute values.
有各种不同的方法，包括数学规划，启发式算法，并基于加权属性值多目标。
Firstly, for all containers in a planned period, the number of containers distributed to various bays of each block is determined by mathematical programming.
首先，对于一个计划周期内所有要堆放的进、出口箱，应用数学规划的方法决定了分配到各个箱区各个倍位中的箱的数量。
Applying the ideal interval number of evaluated projects and the randomicity of index weight coefficients, a new mathematical programming model is established.
利用评价人员对待评方案给出的区间数评价值与理想区间数之间的差异和指标权系数的随机性，给出一种新的多指标评价方法。
This volume also provides a mathematical programming perspective on open questions in auction theory, and provides a glimpse of the growing area of dynamic pricing.
本卷还提供了一个在拍卖理论的开放性问题的数学规划的角度，并提供了对动态定价种植面积一瞥。
The problem of route selection of the packets in networks is studied based on the viewpoint of fuzzy mathematical programming and system optimization in this paper.
本文基于模糊数学规划及系统优化的观点研究了分组交换网络中分组路径的选择问题。
The problem of route selection of the packets in networks is studied based on the viewpoint of fuzzy mathematical programming and system optimization in this paper.
本文基于模糊数学规划及系统优化的观点研究了分组交换网络中分组路径的选择问题。
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