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Remarks about inconsistency analysis in the pairwise comparison technique

机译:关于成对比较技术中的不一致分析的注意事项

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The prioritization of available alternatives is at the core of the multi-criteria decision making. It is typically done by assigning a priority weight to each of the alternatives. The weights indicate the alternatives' relative importance with respect to a given criterion. Many of prioritization methods are based on pairwise comparisons of the decision alternatives. As a result of such comparisons, a pairwise comparison matrix (PCM) that contains priority-weights-ratios is received. In this type of decision-making analysis a special attention is paid to so-called inconsistency analysis. It is a popular claim, that big errors in judgments about the priority ratios make the data contained in PCM useless. To “measure” the degree of PCM inconsistency various indices are proposed in literature. But the usage of these indices is justified only by some heuristics. In this paper we use simulation-based approach to the analysis of the relationships between the inconsistency indices and the errors of priority-vector's estimates. These relationships are examined under different simulation frameworks that reflect different requirements forced by the PCM-creation methodology. The simulation studies enable us to gain a deeper insight into the nature of pairwise comparisons methodology as well as new knowledge about the impact of various conventional assumptions, taken within the pairwise comparison approach, on the quality of the final priority-weights-estimates.
机译:优先考虑可用替代方案是多标准决策的核心。通常,通过为每个替代方案分配优先权重来完成此操作。权重表示相对于给定标准的替代方案的相对重要性。许多优先排序方法基于决策选择的成对比较。作为这种比较的结果,接收到包含优先权重比的成对比较矩阵(PCM)。在这种类型的决策分析中,要特别注意所谓的不一致分析。一个流行的说法是,关于优先级比率的判断中的重大错误使PCM中包含的数据无用。为了“测量” PCM不一致的程度,文献中提出了各种指标。但是,仅通过一些启发式方法可以证明使用这些索引是合理的。在本文中,我们使用基于仿真的方法来分析不一致指数与优先级向量的估计误差之间的关系。这些关系在不同的仿真框架下进行了检查,这些框架反映了PCM创建方法所提出的不同要求。仿真研究使我们能够更深入地了解成对比较方法的本质,以及关于成对比较方法中采用的各种常规假设对最终优先权重估计质量的影响的新知识。

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