基于可变集辩证法数学定理的库群防洪优化调度方法

Scheduling optimization of flood control systems based on the dialectics mathematical theorem of variable sets

根据可变集的辩证法三大基本规律数学定理,提出水库与库群多目标防洪优化调度决策方法。方法的主要特点是:以辩证法及其数学定理为理论基础,以多级别防洪优化调度的目标标准区间值为基本模式,对水库与库群防洪优化调度决策方案逐个识别,其中级别特征值相对较小(达到1.5左右)的方案为优化调度决策满意方案,否则须生成新的调度方案,作二次识别优化。方法理论严谨,概念新颖,计算简便,具有广宽的应用前景。

A method on multi-objective scheduling optimization of flood control systems is developed based on the three basic laws of dialectics and its mathematical theorem of variable sets. It has three features： the theory basics are the dialectics and its mathematical theorem; the basic mode is the standard interval of multi-level scheduling optimization of flood control; the level of decision-making plans is identified one by one. In this method, a decision-making plan that has a relatively small （1.5 or so） level characteristic value is identified as the satisfactory one, and otherwise, a new scheduling scheme need to be created for identification and optimization next time. The developed method is rigorous and of novel concept and simple calculation, thus having broad application potential.