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A multi-attribute ranking approach based on net inferiority and superiority indexes, two weight vectors, and generalized Heronian means

机译:基于净劣优指数,两个权重向量和广义Heronian均值的多属性排序方法

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In this paper, we propose a three-phase multi-attribute ranking approach having as outcomes of the modeling phase what we refer to as net superiority and inferiority indexes. These are defined as bounded differences between the classical superiority and inferiority indexes. The suggested approach herein named MANISRA (Multi-Attribute Net Inferiority and Superiority based Ranking Approach) employs in the aggregation phase a bi-parameterized family of compound averaging operators (CAOPs) referred to as generalized Heronian OWAWA (GHROWAWA) operators having the usual OWAWA operators as special instances. Note that the new defined operators are built by using a composition of an arbitrary bi-parameterized binary Heronian mean with the weighted average (WA) and the ordered weighted averaging (OWA) operators. Also, note that the current developed MANISRA method generalizes the superiority and inferiority ranking (SIR-SAW) method which is known to coincide with the quite popular PROMETHEE II method when the net flow rule is used. With net superiority and inferiority indexes and GHROWAWA operators, we are better equipped to rank rationally prespecified alternatives. The basic formulations, notations, phases and interlocking tasks related to the proposed approach are presented herein and its feasibility and effectiveness are shown in a real problem.
机译:在本文中,我们提出了一种三阶段的多属性排名方法,该方法将建模阶段的结果称为净优劣指标。这些被定义为经典优劣指标之间的有限差异。本文中建议的方法名为MANISRA(基于多属性净劣和优等的排名方法)在聚合阶段采用了双参数化的化合物平均算子(CAOP)族,称为一般的Heronian OWAWA(GHROWAWA)算子,具有通常的OWAWA算子作为特殊实例。请注意,新定义的运算符是通过使用任意双参数化二进制Heronian均值,加权平均(WA)和有序加权平均(OWA)运算符的组合来构建的。另外,请注意,当前开发的MANISRA方法可以概括优劣等级(SIR-SAW)方法,已知该方法与使用净流量规则时非常流行的PROMETHEE II方法一致。有了净优劣指数和GHROWAWA运算符,我们就能更好地为合理预定的替代品排名。本文介绍了与所提出的方法有关的基本公式,符号,阶段和互锁任务,并在一个实际问题中显示了其可行性和有效性。

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