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Distance-based intuitionistic multiplicative multiple criteria decision-making methods for healthcare management in West China Hospital

机译：华西医院基于距离的直觉乘法多准则决策方法

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摘要

Intuitionistic multiplicative sets use an asymmetric, unbalanced scale to express information from positive, negative, and indeterminate information. They have been found capable of comprehensively and objectively representing a person's intuitive understanding and hence have attracted much attention. Distance techniques are widely used to measure the degree to which arguments deviate from one another. Several fuzzy set extensions have been developed, but little research has been conducted on measures of distance between intuitionistic multiplicative sets. In this paper, we start by presenting a variety of measures of the distance between intuitionistic multiplicative sets, including Hausdorff distance measures, weighted distance measures, ordered weighted distance measures, and continuous weighted distance measures. We then develop a distance-based intuitionistic multiplicative-technique for order preference by similarity to ideal solution method and a distance-based intuitionistic multiplicative-Vlsekriterijumska Optimizacija I Kompromisno Resenje method for handling multiple criteria decision-making problems with intuitionistic multiplicative evaluation information. To demonstrate the practical application of these distance measures and the proposed methods, we provide a case study of hospital management of inpatient admission. The paper ends with comparative analyses of the two methods and some concluding remarks.
机译：直觉乘法集使用不对称，不平衡的比例来表示正，负和不确定信息中的信息。已经发现它们能够全面客观地代表一个人的直觉理解，因此引起了很多关注。距离技术被广泛用于衡量论点彼此偏离的程度。已经开发了几种模糊集扩展，但是关于直觉乘法集之间距离的度量的研究很少。在本文中，我们首先介绍直觉乘法集之间的距离的各种度量，包括Hausdorff距离度量，加权距离度量，有序加权距离度量和连续加权距离度量。然后，我们通过与理想解法相似的方法开发了一种基于距离的直觉乘法技术，用于排序偏好;以及一种基于距离的直觉乘法-Vlsekriterijumska Optimizacija I Kompromisno Resenje方法，用于处理具有直觉乘法评估信息的多准则决策问题。为了说明这些距离测量方法和提出的方法的实际应用，我们提供了住院患者住院管理的案例研究。本文最后对两种方法进行了比较分析，并给出了一些结论。

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