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Interval Multi-Attribute Decision of Watershed Ecological Compensation Schemes Based on Projection Pursuit Cluster

机译:基于投影寻踪聚类的流域生态补偿方案的区间多属性决策

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The ecological compensation scheme of water pollution in the basin is a result of the interplay between upstream and downstream cities, which is of great significance to the guidance of regional economic development. The purpose of this paper is to propose a multi-attribute scheme decision algorithm, which is expressed in the form of interval number, to reduce the uncertainty of decision results and improve the reliability of decision results. This method first uses the Monte Carlo simulation technique to produce a large number of random samples in the various attributes of the decision matrix to construct the random decision-making matrix (DMM). Then, according to the overall dispersion and local concentration of the random DMM, the clustering method of the projection pursuit is adopted. By accelerating the genetic algorithm, the weight and the best projection eigenvalues of each scheme are optimized, and the sorting results of the decision-making cases are obtained based on the projected eigenvalues. The results of the case study show that the uncertainty of the decision results is greater when the number of random simulations is very low; as the number of random simulations increases, the result of the decision becomes more and more stable and clear, and the uncertainty decreases. The results of the Duncan test show that, scheme 2, which is composed of financial compensation and remote development, is better than other schemes, and the decision making is more reasonable. The result of this decision has certain values for the ecological compensation scheme in Suzhou and Jiaxing cities, and the proposed method can be applied in similar range multi-attribute scheme decision-making issues.
机译:流域水污染的生态补偿方案是上下游城市相互作用的结果,对指导区域经济发展具有重要意义。本文的目的是提出一种以区间数形式表示的多属性方案决策算法,以减少决策结果的不确定性,提高决策结果的可靠性。该方法首先使用蒙特卡洛模拟技术在决策矩阵的各种属性中生成大量随机样本,以构建随机决策矩阵(DMM)。然后,根据随机DMM的整体离散度和局部集中度,采用投影寻踪的聚类方法。通过加速遗传算法,优化了每个方案的权重和最佳投影特征值,并基于投影特征值获得决策案例的排序结果。案例研究的结果表明,当随机模拟的次数非常少时,决策结果的不确定性更大。随着随机仿真次数的增加,决策结果变得越来越稳定和清晰,不确定性也随之降低。 Duncan检验的结果表明,方案2由财务补偿和远程开发组成,优于其他方案,决策更加合理。该决策的结果对苏州和嘉兴市的生态补偿方案具有一定的价值,所提出的方法可以应用于相似范围的多属性方案决策问题。

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