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Stochastic multicriteria decision-making approach based on SMAA-ELECTRE with extended gray numbers

机译:基于SMAA-Electre的随机多轨道决策方法,延长灰度

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Actual stochastic multicriteria decision-making (MCDM) problems usually exhibit two forms of information loss: criteria value uncertainty and criteria weight uncertainty. In this paper, extended gray numbers (EGNs), integrated with discrete gray numbers and interval gray numbers are used to express the uncertainty of stochastic MCDM problems. Stochastic multicriteria acceptability analysis (SMAA) and ELECTRE III are combined to solve stochastic MCDM problems with uncertain weight information. First, the outranking relations on interval gray numbers and EGNs are defined. Then, a SMAA-ELECTRE model for dealing with gray stochasticMCDMproblems is constructed. Finally, an illustrative example and two comparative analyses are provided to verify the feasibility and usability of the proposed approach. The proposed approach provides recommendations for alternatives based on uncertain preference information. It therefore contributes a new way to solve stochastic MCDM problems with uncertain, imprecise, and/or missing preference information.
机译:实际随机多铁路决策(MCDM)问题通常表现出两种形式的信息损失:标准价值不确定性和标准权重不确定性。在本文中,利用离散灰度号和间隔灰度数集成的扩展灰度(EGN)来表达随机MCDM问题的不确定性。随机多轨道可接受性分析(SMAA)和电器III组合以解决不确定的重量信息的随机MCDM问题。首先,定义了间隔灰度号和EGN的外行关系。然后,构建了用于处理灰色STOCHASTMCDMPROBLEMS的SMAA-ELECTI模型。最后,提供了说明性示例和两个比较分析以验证所提出的方法的可行性和可用性。拟议的方法为基于不确定偏好信息的替代方案提供了建议。因此,它有助于解决具有不确定,不精确和/或缺少偏好信息的随机MCDM问题的新方法。

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