APPLICATION OF REGRESSION AND NEURAL MODELS TO PREDICT COMPETITIVE SWIMMING PERFORMANCE

被引:43
|
作者
Maszczyk, Adam [1 ]
Roczniok, Robert [1 ]
Waskiewicz, Zbigniew [2 ]
Czuba, Milosz
Mikolajec, Kazimierz [2 ]
Zajac, Adam
Stanula, Arkadiusz [1 ]
机构
[1] Jerzy Kukuczka Acad Phys Educ, Dept Sports Training, Chair Methodol & Stat, Katowice, Poland
[2] Jerzy Kukuczka Acad Phys Educ, Dept Team Sport Games, Katowice, Poland
关键词
NETWORKS; MASS;
D O I
10.2466/05.10.PMS.114.2.610-626
中图分类号
B84 [心理学];
学科分类号
04 ; 0402 ;
摘要
This research problem was indirectly but closely connected with the optimization of an athlete-selection process, based on predictions viewed as determinants of future successes. The research project involved a group of 249 competitive swimmers (age 12 yr., SD = 0.5) who trained and competed for four years. Measures involving fitness (e.g., lung capacity), strength (e.g., standing long jump), swimming technique (turn, glide, distance per stroke cycle), anthropometric variables (e.g., hand and foot size), as well as specific swimming measures (speeds in particular distances), were used. The participants (n = 189) trained from May 2008 to May 2009, which involved five days of swimming workouts per week, and three additional 45-min. sessions devoted to measurements necessary for this study. In June 2009, data from two groups of 30 swimmers each (n = 60) were used to identify predictor variables. Models were then constructed from these variables to predict final swimming performance in the 50 meter and 800 meter crawl events. Nonlinear regression models and neural models were built for the dependent variable of sport results (performance at 50m and 800m). In May 2010, the swimmers' actual race times for these events were compared to the predictions created a year prior to the beginning of the experiment. Results for the nonlinear regression models and perceptron networks structured as 84-1 and 4-3-1 indicated that the neural models overall more accurately predicted final swimming performance from initial training, strength, fitness, and body measurements. Differences in the sum of absolute error values were 4:11.96 (n = 30 for 800m) and 20.39 (n = 30 for 50m), for models structured as 8-4-1 and 4-3-1, respectively, with the neural models being more accurate. It seems possible that such models can be used to predict future performance, as well as in the process of recruiting athletes for specific styles and distances in swimming.
引用
收藏
页码:610 / 626
页数:17
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