Abstract

Decision support systems often involve taking into account many factors that influence the choice of existing options. Besides, given the expert’s uncertainty on how to express the relationships between the collected data, it is not easy to define how to choose optimal solutions. Such problems also arise in sport, where coaches or players have many variants to choose from when conducting training or selecting the composition of players for competitions. In this paper, an objective fuzzy inference system based on fuzzy logic to evaluate players in team sports is proposed on the example of football. Based on the Characteristic Objects Method (COMET), a multi-criteria model has been developed to evaluate players on the positions of forwards based on their match statistics. The study has shown that this method can be used effectively in assessing players based on their performance. The COMET method was chosen because of its unique properties. It is one of the few methods that allow identifying the model without giving weightings of decision criteria. Symmetrical and asymmetrical fuzzy triangular numbers were used in model identification. Using the calculated derivatives in the point, it turned out that the criteria weights change in the problem state space. This prevents the use of other multi-criteria decision analysis (MCDA) methods. However, we compare the obtained model with the Technique of Order Preference Similarity (TOPSIS) method in order to better show the advantage of the proposed approach. The results from the objectified COMET model were compared with subjective rankings such as Golden Ball and player value.

Highlights

  • The Characteristic Objects Method (COMET) method works based on a fuzzy inference system, and this approach has used in team sport players assessment in [50,51,52]

  • In Technique of Order Preference Similarity (TOPSIS), we measure the distance of alternatives from the reference elements, which are respectively positive and negative ideal solution

  • If we are dealing with rankings where the values of preferences are unique and do not repeat themselves, each variant has a different position in the ranking, the Formula (25) can be used [93]

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Summary

A Fuzzy Inference System for Players Evaluation in

Wojciech Sałabun 1, * , Andrii Shekhovtsov 1 , Dragan Pamučar 2, * , Jarosław Watróbski. Research Team on Intelligent Decision Support Systems, Department of Artificial Intelligence Methods and Applied Mathematics, Faculty of Computer Science and Information Technology, West Pomeranian. Received: 3 November 2020; Accepted: 3 December 2020; Published: 8 December 2020

Theoretical Underpinning
Methodical Background
Aim of the Study
Fuzzy Sets Theory Preliminary
The COMET Method
Ranking Similarity Coefficients
Spearman’s Rank Correlation Coefficient
Weighted Spearman’s Rank Correlation Coefficient
Rank Similarity Coefficient
Decision Support System
Metrics
Passing
Offensive
Technique
Offences
Final Model
Illustrative Examples
Overall Ranking of Attackers
The Golden Ball 2017
Findings
Conclusions and Future Research
Full Text
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