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Tennis manipulation: can we help serena Williams win another tournament?:Or can we control a knockout tournament with reasonable complexity?

机译:网球操纵:我们可以帮助塞雷娜·威廉姆斯(Serena Williams)赢得另外一场比赛吗?:或者我们可以控制相当复杂的淘汰赛吗?

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This article focuses on the question of whether a certain candidate's (player's) chance to advance further in a tennis tournament can be increased when the ordering of the tournament can be controlled (manipulated by the organizers) according to his own preferences. Is it possible to increase the number of ranking points a player will receive? And most importantly, can it be done in reasonable computational time? The answers to these questions differ for different settings. e.g., the information available on the outcome of each game, the significance of the number of points gained or of the number of games won. We analyzed five different variations of these tournament questions. First the complexity hardness of trying to control the tournaments is shown. Then, the tools of parametrized complexity are used to investigate the source of the problems' hardness. Specifically, we check whether this hardness holds when the size of the problem is bounded. The findings of this analysis show that it is possible under certain circumstances to control the tournament in favor of a specific candidate in order to help him advance further in the tournament.
机译:本文着重于以下问题:如果可以根据自己的喜好控制(由组织者操纵)锦标赛的顺序,是否可以增加某个候选人(运动员)在网球比赛中进一步晋升的机会。是否可以增加玩家获得的排名积分?最重要的是,它可以在合理的计算时间内完成吗?这些问题的答案因设置不同而不同。例如,有关每个游戏结果的可用信息,获得的积分数量或获胜游戏数量的意义。我们分析了这些锦标赛问题的五种不同变化。首先显示了试图控制比赛的难度。然后,使用参数化复杂性的工具来研究问题难度的来源。具体来说,当问题的大小有界时,我们检查该硬度是否成立。该分析的结果表明,在某些情况下,有可能控制某个特定候选人的比赛,以帮助他在比赛中进一步进步。

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