体育人才Selectıon多准则决策方法:TOPSIS与VIKOR比较

Serkan ESEN
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摘要

多准则决策(MCDM)方法是一种成功应用于各个领域的系统。该系统是为了便于决策者完成任务而开发的,它采用定性和定量方法,在具有大量备选方案的环境中对标准进行加权。同样,体育运动中的人才选拔过程也是基于根据适当的学科来解释许多运动员的不同技能来做出决定。然而,在这个过程中,由于忽视小细节或运动员没有机会展示自己,可能会出现偏好错误。MCDM方法在这方面提供了一个机会,它将运动员的定量数据与其定性值相结合,以尽量减少误差。因此,在本研究中,将MCDM方法中的TOPSIS和VIKOR应用于同一运动员的数据,使用共同的标准权重,并对运动员进行从最佳到最差的排序。TOPSIS方法排名的得分分布在0.731到0.116之间,VIKOR方法的得分分布在0.091(最接近0)到0.488(最接近1)之间。两种方法之间有10%的精确匹配,但观察到三个备选方案(B、G、F)的位置(B、G、F)改变了3个排名,其他三个备选方案(C、D、J)的位置改变了2个排名。排名结果显示了两种方法的排名差异,但最显著的差异是在中间范围。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Talent Selectıon in Sport With Multi-Criteria Decision Making Methods: TOPSIS and VIKOR Comparison
Multi-criteria decision-making (MCDM) methods refer to a successful system used in various fields. Developed to facilitate the decision-maker's task, this system employs qualitative and quantitative methods by weighting criteria in a setting with a large number of alternatives. Similarly, the talent selection process in sports is based on making a decision by interpreting the different skills of many athletes in accordance with the appropriate discipline. However, during this process, errors can occur in preferences due to overlooked minor details or when athletes cannot have the opportunity to present themselves. MCDM methods provide an opportunity in this regard by blending athletes' quantitative data with their qualitative values in order to minimize errors. Thus, in this study, TOPSIS and VIKOR among MCDM methods were applied to the same athletes’ data by using common criteria weights, and athletes were ranked from the best to the worst option. While TOPSIS method ranking has the score distribution between 0.731 and 0.116, VIKOR method has the score distribution between 0.091 (closest to 0) and 0.488 (closest to 1). While there was a 10% exact match between the two methods, it was observed that three alternatives (B, G, and F) changed places (B,G,F) by 3 ranks and other three alternatives (C, D, and J) by 2 ranks. The results of the ranking revealed differences in the rankings of the two methods, but the most significant discrepancies were observed in the middle ranges.
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