1·Scheduling; Open shop; Mixed integer programming.
排程；开放型工厂；混整数规划。
2·The scheduling is formalized as a integer programming problem.
该描述将调度问题形式化为整数规划问题。
3·It is to understand the basis for other integer programming problem.
它是理解其它整数规划问题的基础。
4·The problem of bounded nonlinear mixed integer programming is studied.
对一有界约束非线性混合整数规划问题进行了研究。
5·The number of the most optimal solutions of this integer programming is determined.
给出了一类整数规划问题有唯一最优解的充要条件。
6·An integrated model is proposed using stochastic mixed integer programming approach.
提出了利用随机混合整数规划方法，建立了一体化模型。
7·An integer programming model was presented based on the rules of motor train-set operation.
根据动车组运用规则，建立了动车组运用计划整数规划模型。
8·A mixed integer programming formulation for the off-line version of the problem has been proposed.
给出了问题的数学描述，并对其静态问题，构造了一个混合整数规划模型。
9·This article investigates lifting method of valid inequality for general integer programming.
有效不等式在整数规划的定界研究中具有重要的意义。
10·Empirical study shows that mixed integer programming approach has a higher predicting ability.
研究结果表明，混合整数规划法有较强的预测贷款企业信用风险的能力。