NBA中的一种加权网络聚类方法

IF 0.6 Q4 HOSPITALITY, LEISURE, SPORT & TOURISM
Megan Muniz, Tulay Flamand
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引用次数: 1

摘要

为体育产业的决策者评估球员的表现是至关重要的,这样才能做出正确的决定,组建和投资一支成功的球队。评估玩家表现的一种方法是将玩家划分为特定的“类型”,其中每种类型代表其内部玩家的表现水平。本文提出了一种新的聚类方法来对NBA球员类型进行聚类。所提出的方法由k-Means聚类初始化,然后规定的聚类通知加权网络的权重,其中参与者是节点,它们之间的弧线携带代表它们之间数值相似性的权重。然后,我们调用加权网络聚类方法,即Louvain方法进行社区检测。我们用从2014-2015年到2019-2020年的6年历史数据来证明我们的方法。考虑到这些赛季,我们可以使用一种新的数据类型,称为跟踪数据,该数据于2014年加入联盟,这进一步将我们的研究与其他球员聚类方法区分开来。我们表明,我们的方法可以检测到异常值,并始终将球员分成具有识别特征的组,这可以洞察联赛趋势。我们的结论是,玩家可以分为8种一般原型,并表明这些原型在传统的5种位置和之前的研究基础上,在解释赢分差异方面有所改进。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A weighted network clustering approach in the NBA
Evaluating players’ performance for decision-makers in the sports industry is crucial in order to make the right decisions to form and invest in a successful team. One way of assessing players’ performance is to group players into specific “types”, where each type represents a level of performance of its players within. In this paper, we develop a novel clustering approach in order to cluster types of players in the NBA. The proposed methodology is initialized by a k-Means clustering, then the prescribed clusters inform weights of a weighted network, in which players are the nodes and the arcs between them carry those weights that represent a numerical similarity between them. We then call upon a weighted network clustering approach, namely, the Louvain method for community detection. We demonstrate our methodology on six years of historical data, from seasons ranging from 2014–2015 to 2019–2020. Considering these seasons allows us to use a new type of data, called Tracking Data, instated into the league in 2014 which further differentiates our research from other player clustering approaches. We show that our approach can detect outliers and consistently clusters players into groups with identifying features, which give insights into league trends. We conclude that players can be categorized into eight general archetypes and show that these archetypes improve upon the traditional five positions and previous research in terms of explaining variation in Win Shares.
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