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CP AND MIP APPROACHES FOR SOCCER ANALYSIS

机译:用于足球分析的CP和MIP方法

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Soccer is one of the most popular sports in the world with millions of fans that usually raise interesting questions when the competition is partially completed. One interesting question relates to the elimination problem which consists in checking at some stage of the competition if a team i still has a theoretical chance to finish first in a league or be within the first k teams in a tournament to qualify to the playoffs (e.g., become the champion if k=1). Some other interesting problems from the literature are the guaranteed qualification problem, the possible qualification problem, the score vector problem, promotion and relegation problem. These problems are NP-complete for the actual FIFA pointing rule system (0 points-loss, 1 point-tie, 3 points-win). SABIO is an online platform that helps users discover information related to soccer by letting them formulate questions in form of constraints and go beyond the classical soccer computational problems. In this paper we considerably improve the performance of an existing constraint programming (CP) model and combine the use of mixed integer programming (MIP) and CP to answer general soccer queries in a real-time application.
机译:足球是世界上最受欢迎的运动之一,拥有成千上万的球迷,通常会在比赛部分完成后提出一些有趣的问题。一个有趣的问题与淘汰问题有关,该问题包括检查比赛的某个阶段我是否仍然有理论上的机会在联赛中获得第一名或者在锦标赛的前k个球队中有资格晋级季后赛(例如, ,如果k = 1)成为冠军。文献中一些其他有趣的问题是保证资格问题,可能的资格问题,得分向量问题,晋升和降级问题。对于实际的FIFA指针规则系统,这些问题是NP完整的(0分损失,1分并列,3分获胜)。 SABIO是一个在线平台,可以帮助用户发现与足球有关的信息,方法是让他们以约束形式提出问题,并超越传统的足球计算问题。在本文中,我们极大地改善了现有约束编程(CP)模型的性能,并结合使用了混合整数编程(MIP)和CP来在实时应用程序中回答一般足球查询。

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