【2h】

Some applications of mathematics in golf

机译:数学在高尔夫中的一些应用

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摘要

At its core, like many other sports, golf is a game of integers. The minimization of the number of strokes played is generally what determines the winner, whether each of these are associated with the shortest of putts or the longest of drives. The outcomes of these shots are influenced by very slight changes, but hopefully in a deterministic sense. Understanding the mechanics of golf necessitates the development of models and this is coupled more often than not to the use of statistics. In essence, the individual aspects of the sport can be modelled adequately via fairly simplistic models, but the presence of a human at one end of the kinematic chain has a significant impact on the variability of the entire process. In this paper, we will review some of the ways that mathematics has been used to develop the understanding of the physical processes involved in the sport, including some of the analysis which is exploited within the Equipment Rules. We will also discuss some of the future challenges.
机译:像许多其他体育运动一样,高尔夫是一种整数游戏。通常,将击球次数减到最少是决定获胜者的原因,无论这些击笔中的每一个都与推杆的最短或驱动器的最长有关。这些镜头的结果受很小的变化的影响,但希望在确定性的意义上。了解高尔夫的原理需要开发模型,而这更多地与统计的使用相关。从本质上讲,可以通过相当简单的模型对运动的各个方面进行适当的建模,但是运动链一端的人员的存在会对整个过程的可变性产生重大影响。在本文中,我们将回顾一些数学方法,用于加深对这项运动涉及的物理过程的理解,包括一些在《设备规则》中进行的分析。我们还将讨论未来的一些挑战。

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