讨论了折扣周期马氏决策模型的最优策略的结构，并给出了其线性规划算法。
In this paper, the structure of optimal policies for periodic Markov decision model is discussed and the linear program algorithms to solve it is given.
本文讨论了贝塔分布共轭于二项分布的决策模型下的二行动线性决策问题的抽样信息期望值的计算公式。
In this paper we discuss the counting formula of the expected value of sampling information for linear decision problem on two actions under the Be - b model.
给出带有模糊决策的模糊机会约束规划模型，在此基础上，研究模糊线性支持向量分类机(算法)和模糊线性支持向量回归机(算法)。
Proposed the model of fuzzy chance constrained programming with fuzzy decision, and did some research on fuzzy linear support vector regression (algorithm) on this base.
通过对个人出行选择决策的分析，建立了出行生成的非线性预测模型。
Through to goes on a journey personally the choice decision-making analysis, established went on a journey the production non-linearity forecast model.
其次依据决策单元有效性的要求，运用灵敏度分析的思想，站在线性规划的角度，建立了质量成本分析模型；
This is based on the characteristics of the military enterprise and its products. A quality cost analysis model is set up according to linear programming sensitivity analysis.
该结构优化问题的决策变量采用了向量表示方法，建立0-1整数非线性规划模型，给出了可行解存在性的判定方法。
Expressing decision variables of the structure optimization problem in the form of vector, a 0-1 integer nonlinear programming model is presented.
对模型解的分析为决策者提供了改变目标优先级情况下的可供选择的最优方案，因此，线性目标规划法是解决产品分销决策的一种有效方法。
Solutions of this model offer decision-makers an alternative optimal solution. This linear goal programming model is an effective method to make product distribution decisions.
线性规划是管理决策领域中常用的基本工具之一，我们开发了一个建立线性规划模型的专家系统原型LPES。
Linear programming is one of basic techniques used in the management and decision making field. We developed an expert system prototype LPES for building Linear programming models.
利用更接近于实际决策过程的交互式线性多目标决策的割平面法对模型求解，给出了计算实例与分析。
Moreover, a cutting plane method of interactive linear multiple object decision which is more practical for decision process is used to solve the model.
通过对线性规划可行解的分析，讨论了在线性假设下，改变决策单元数据时DEA -DA模型的灵敏度分析问题。
Through the analysis of the feasible solution of the linear programming, the sensitivity analysis of DEADA on linear assumption in the errors of sampled observations was discussed.
通过对线性规划可行解的分析，讨论了在线性假设下，改变决策单元数据时DEA -DA模型的灵敏度分析问题。
Through the analysis of the feasible solution of the linear programming, the sensitivity analysis of DEADA on linear assumption in the errors of sampled observations was discussed.
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