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A Superiority-Inferiority-Based Inexact Fuzzy Stochastic Programming Approach for Solid Waste Management Under Uncertainty

机译:不确定性下基于优劣劣势的模糊随机规划方法

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摘要

A superiority-inferiority-based inexact fuzzy stochastic programming (SI-IFSP) model was developed for planning municipal solid waste management systems under uncertainty. The SI-IFSP approach represents a new attempt to tackle multiple uncertainties in objective function coefficients which are beyond the capabilities of existing inexact programming methods. Through introducing the concept of fuzzy random boundary interval, SI-IFSP is capable of reflecting multiple uncertainties (i.e., interval values, fuzzy sets, probability distributions, and their combinations) in both the objective function and constraints, leading to enhanced system robustness. The developed SI-IFSP method was applied to a case study of long-term municipal solid waste management. Useful solutions were generated. A number of decision alternatives could be generated based on projected applicable conditions, reflecting the compromise between system optimality and reliability as well as the tradeoffs between economic and environmental objectives. Moreover, the consequences of system violations could be quantified through introducing a set of economic penalties, reflecting the relationships between system costs and constraint violation risks. The results suggest that the proposed SI-IFSP method can explicitly address complexities in municipal solid waste management systems and is applicable to practical waste management problems.
机译:建立了基于优劣劣势的精确模糊随机规划(SI-IFSP)模型,用于规划不确定性下的城市生活垃圾管理系统。 SI-IFSP方法代表了一种新的尝试,旨在解决目标函数系数中的多种不确定性,这些不确定性超出了现有不精确编程方法的能力。通过引入模糊随机边界区间的概念,SI-IFSP能够在目标函数和约束条件中反映多个不确定性(即区间值,模糊集,概率分布及其组合),从而增强系统的鲁棒性。所开发的SI-IFSP方法已应用于长期城市固体废物管理的案例研究。产生了有用的解决方案。根据预计的适用条件,可以产生许多决策选择,反映出系统最佳性和可靠性之间的折衷以及经济和环境目标之间的权衡。此外,可以通过引入一系列经济处罚来量化系统违规的后果,以反映系统成本与约束违规风险之间的关系。结果表明,所提出的SI-IFSP方法可以明确解决城市固体废物管理系统中的复杂性,并且适用于实际的废物管理问题。

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