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A common-opponent stochastic model for predicting the outcome of professional tennis matches

机译:用于预测职业网球比赛结果的通用对手随机模型

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摘要

Tennis features among the most popular sports internationally, with professional matches played for 11 months of the year around the globe. The rise of the internet has stimulated a dramatic increase in tennis-related financial activity, much of which depends on quantitative models. This paper presents a hierarchical Markov model which yields a pre-play estimate of the probability of each player winning a professional singles tennis match. Crucially, the model provides a fair basis of comparison between players by analysing match statistics for opponents that both players have encountered in the past. Subsequently the model exploits elements of transitivity to compute the probability of each player winning a point on their serve, and hence the match. When evaluated using a data set of historical match statistics and bookmakers odds, the model yields a 3.8% return on investment over 2173 ATP matches played on a variety of surfaces during 2011.
机译:网球是国际上最受欢迎的运动之一,每年全球11个月都进行专业比赛。互联网的兴起刺激了网球相关金融活动的急剧增加,其中很大一部分取决于量化模型。本文提出了一个层次马尔可夫模型,该模型可以对每个运动员赢得专业单打网球比赛的可能性进行赛前估计。至关重要的是,该模型通过分析两位球员过去都遇到过的对手的比赛统计数据,为球员之间的比较提供了公平的基础。随后,该模型利用传递性元素来计算每个玩家在发球上赢得积分的概率,从而计算出比赛的概率。当使用历史比赛统计数据和庄家赔率的数据集进行评估时,该模型在2011年在各种场地进行的2173场ATP比赛中产生了3.8%的投资回报率。

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