並列摘要
The player of squash has a choice between wo options when his/her opponent changes the score from 8:7 to 8:8. The player to receive has to decide whether to play until 9th or until 10th point. We observe in this paper that the score of the squash game can be modelled as a Markov chain. Thus using standard techniques of Markov processes, we can derive the optimal strategy for the squash player.
參考文獻
Lawler, G(1995).Introduction to Stochastic Processes.Chapman & Hall.
World Squash Singles Rules
延伸閱讀
- 連玉輝（2004）。A qualitative study on modern man Power Tennis。體育學報，(37)，113-131。https://doi.org/10.6222/pej.0037.200409.2411
- 賴永倉、羅如卿、許如雅（2003）。Discussion of Physical Training for Soft Tennis。文化體育學刊，()，165-174。https://doi.org/10.6634/JPSS-CCU.200306.01.17
- 許家得、黃憲鐘、莊宜達（2010）。Exploring the Health Lifestyle of Tennis Players。輔仁大學體育學刊，(9)，181-192。https://doi.org/10.29697/JPE.201005.0012
- 杜錦豊（1993）。Applied Physiology of Tennis。政大體育，(5)，113-123。https://doi.org/10.30411/ZDTY.199302_(5).0013
- 陳志明（2008）。A Study on the Tennis Player with Different Skill Levels of Anticipation Ability to Flat Serve。福爾摩沙體育學刊，(2)，15-24。https://doi.org/10.29927/JPEF.200806.0003