Issues in Using Self-Organizing Maps in Human Movement and Sport Science

Q2 Computer Science
B. Serrien, Maarten Goossens, J. Baeyens
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引用次数: 11

Abstract

Abstract Self-Organizing Maps (SOMs) are steadily more integrated as data-analysis tools in human movement and sport science. One of the issues limiting researchers’ confidence in their applications and conclusions concerns the (arbitrary) selection of training parameters, their effect on the quality of the SOM and the sensitivity of any subsequent analyses. In this paper, we demonstrate how quality and sensitivity may be examined to increase the validity of SOM-based data-analysis. For this purpose, we use two related data sets where the research question concerns coordination variability in a volleyball spike. SOMs are an attractive tool for analysing this problem because of their ability to reduce the highdimensional time series to a two-dimensional problem while preserving the topological, non-linear relations in the original data. In a first step, we systematically search the SOM parameter space for a set of options that produces significantly lower continuity, accuracy and combined map errors and we discuss the sensitivity of SOM-based analyses of coordination variability to changes in training parameters. In a second step, we further investigate the effect of using different numbers of trials and variables on the SOM quality and sensitivity. These sensitivity analyses are able to validate the conclusions from statistical tests. Using this type of analysis can guide researchers to select SOM parameters that optimally represent their data and to examine how they affect the subsequent analyses. This may also enforce confidence in any conclusions that are drawn from studies using SOMs and enhance their integration in human movement and sport science.
自组织地图在人体运动与体育科学中的应用问题
摘要自组织地图(SOM)作为人类运动和体育科学中的数据分析工具,正稳步地得到整合。限制研究人员对其应用和结论的信心的问题之一涉及训练参数的(任意)选择、它们对SOM质量的影响以及任何后续分析的敏感性。在本文中,我们展示了如何检查质量和灵敏度,以提高基于SOM的数据分析的有效性。为此,我们使用了两个相关的数据集,其中研究问题涉及排球扣球的协调可变性。SOM是分析这个问题的一个有吸引力的工具,因为它们能够将高维时间序列简化为二维问题,同时保留原始数据中的拓扑非线性关系。在第一步中,我们系统地在SOM参数空间中搜索一组选项,这些选项会产生显著较低的连续性、准确性和组合地图误差,我们还讨论了基于SOM的协调可变性分析对训练参数变化的敏感性。在第二步中,我们进一步研究了使用不同数量的试验和变量对SOM质量和灵敏度的影响。这些敏感性分析能够验证统计检验的结论。使用这种类型的分析可以指导研究人员选择最能代表其数据的SOM参数,并检查它们如何影响后续分析。这也可能增强人们对使用SOM的研究得出的任何结论的信心,并加强它们在人类运动和体育科学中的整合。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
International Journal of Computer Science in Sport
International Journal of Computer Science in Sport Computer Science-Computer Science (all)
CiteScore
2.20
自引率
0.00%
发文量
4
审稿时长
12 weeks
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