An interval programming model for partner selection is presented, in which members failure probabilities are treated as interval coefficients.
提出动态联盟中伙伴选择问题的区间规划模型，模型中用区间数表示联盟伙伴的失败概率。
Based on the consistent propriety, nonlinear programming methods for priorities of interval number complementary judgment matrix which is illustrated by a numerical number are set up.
在一致性性质的基础上建立了区间数互补判断矩阵排序的非线性规划模型，算例分析表明该方法是有效可行的。
A standard form of interval linear programming was defined.
定义了区间线性规划的标准型。
Interval optimization in interval analysis is proper to solve nonlinear programming problems with restrictions, which most of the reservoir optimal dispatching models belong to.
区间分析中的区间优化方法适用于求解有约束的非线性规划问题，而大多数的水库优化调度模型就是属于这类问题。
The linear programming with interval number in target function and constraint coefficient is analyzed thoroughly.
并对约束系数和目标函数系数为区间数的线性规划问题进行了深入的分析。
This paper considers the nonlinear programming problem of interval parameters.
讨论了区间参数非线性规划问题。
An approach to obtaining possible effective solution is proposed and an extension of interval number linear programming is given.
给出了求可能有效解的方法，并对区间数线性规划进行拓展。
A goal programming method for interval Numbers complementary judgment matrix is presented and characterized by simple operation and it is easy to implement on computer.
提出了区间数互补判断矩阵排序的目标规划法，该方法具有操作简便和易于上机实现的特点。
In interval AHP, an optimization procedure is performed via obtaining the upper and the lower linear programming models to determine the interval priorities for alternative project delivery systems.
区间层次分析法的优化程序通过建立上下限线性规划模型来执行，以确定备选项目交付模式的优先区间。
An uncertain optimization method is suggested to solve the uncertain engine crankshaft problems based on the nonlinear interval number programming and the interval analysis method.
该文基于非线性区间数规划方法和区间分析方法，针对某型发动机曲轴的不确定性优化问题进行了研究。
Secondly, a goal programming model is established and the weight vector of interval Numbers complementary judgment matrix is obtained by solving the model.
其次，建立目标规划模型，并通过求解该模型得到区间数互补判断矩阵的权重向量。
The dissertation takes action about a kind of uncertain linear programming problem with interval numbers and fuzzy numbers in objective programming respectively.
本文讨论了一类不确定性线性规划问题一一变量为三角模糊数的线性规划问题。
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。
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。
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