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Planning Water Resources Allocation Under Multiple Uncertainties Through a Generalized Fuzzy Two-Stage Stochastic Programming Method

机译:广义模糊两阶段随机规划方法在多不确定性下水资源配置规划

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摘要

In this study, a generalized fuzzy two-stage stochastic programming (GFTSP) method is developed for planning water resources management systems under uncertainty. The developed GFTSP method can deal with uncertainties expressed as probability distributions, fuzzy sets, as well as fuzzy random variables. With the aid of a robust stepwise interactive algorithm, solutions for GFTSP can be generated by solving a set of deterministic submodels. Furthermore, the possibility information (expressed as fuzzy membership functions) can be reflected in the solutions for the objective function value and decision variables. The developed GFTSP approach is also applied to a water resources management and planning problem to demonstrate its applicability. Solutions of decision variables and objective function value are expressed as fuzzy membership functions, reflecting the fluctuating ranges of decision alternatives under different plausibilities. And thus, the water alternatives can be directly derived from the obtained fuzzy membership functions when the preferred α value is predefined by decision makers.
机译:在这项研究中,发展了一种广义的模糊两阶段随机规划(GFTSP)方法来规划不确定性下的水资源管理系统。所开发的GFTSP方法可以处理以概率分布,模糊集以及模糊随机变量表示的不确定性。借助可靠的逐步交互算法,可以通过求解一组确定性子模型来生成GFTSP的解决方案。此外,可能性信息(表示为模糊隶属函数)可以反映在目标函数值和决策变量的解中。发达的GFTSP方法还应用于水资源管理和规划问题,以证明其适用性。决策变量和目标函数值的解表示为模糊隶属函数,反映了不同可行性下决策选择的波动范围。因此,当决策者预定义了首选α值时,可以直接从获得的模糊隶属函数中得出水的替代方案。

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