• A new approach rough set-based for ordering rules acquisition in interval valued decision table is presented.

    提出一种基于粗糙集的区间值属性决策表的有序规则获取方法。

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  • Some parametric type KKM theorems are proved in interval spaces, and soine new vector valued minimax theorems are obtained.

    证明了区间空间上几个参数型KKM定理并得到了几个新型的向量值极大极小定理。

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  • Conclusion: it is reasonable to accept preparation technique in interval method, with lipid matter collected first and then with preparation concentrated.

    结论:对制剂提取工艺采用间歇式方法,先收取析出的脂状物,再进行浓缩较为合理。

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  • Structural parameters with uncertain but bounded parameters are described by a hypercube-an interval vector in interval mathematics and by ellipsoid in convex models.

    区间数学将有界不确定结构参数用超长方体即区间向量进行定量化,而凸模型理论则用椭球对有界不确定参数进行定量化。

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  • 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。

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  • There are two major factors that influence the correction and accuracy of interval velocity. One is the accuracy of reflection coefficient sequence used in interval velocity conversion;

    理论分析和实际经验表明,影响层速度反演正确与否和精度的主要因素有两个:一是用于反演的反射系数序列的精度;

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  • 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。

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  • 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。

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