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Estimating Running Performance Combining Non-invasive Physiological Measurements and Training Patterns in Free-Living

机译:自由生活中无创生理测量与训练模式相结合的跑步表现评估

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In this work, we use data acquired longitudinally, in free-living, to provide accurate estimates of running performance. In particular, we used the HRV4Training app and integrated APIs (e.g. Strava and TrainingPeaks) to acquire different sets of parameters, either via user input, morning measurements of resting physiology, or running workouts to estimate running 10 km running time. Our unique dataset comprises data on 2113 individuals, from world class triathletes to individuals just getting started with running, and it spans over 2 years. Analyzed predictors of running performance include anthropometrics, resting heart rate (HR) and heart rate variability (HRV), training physiology (heart rate during exercise), training volume, training patterns (training intensity distribution over multiple workouts, or training polarization) and previous performance. We build multiple linear regression models and highlight the relative impact of different predictors as well as trade-offs between the amount of data required for features extraction and the models accuracy in estimating running performance (10 km time). Cross-validated root mean square error (RMSE) for 10 km running time estimation was 2.6 minutes (4% mean average error, MAE, 0.87 R2), an improvement of 58% with respect to estimation models using anthropometrics data only as predictors. Finally, we provide insights on the relationship between training and performance, including further evidence of the importance of training volume and a polarized training approach to improve performance.
机译:在这项工作中,我们使用自由活动中纵向获取的数据来提供运行性能的准确估计。特别是,我们使用了HRV4Training应用程序和集成的API(例如Strava和TrainingPeaks)来获取不同的参数集,方法是通过用户输入,早晨静息生理测量或跑步锻炼来估计10 km的跑步时间。我们独特的数据集包含2113位个人的数据,从世界级铁人三项运动员到刚开始跑步的个人,数据跨越2年。分析出的跑步表现预测指标包括人体测量学,静息心率(HR)和心率变异性(HRV),训练生理学(运动过程中的心率),训练量,训练模式(多次锻炼的训练强度分布或训练极化)和以前的表现。我们建立了多个线性回归模型,并强调了不同预测变量的相对影响以及特征提取所需的数据量与模型估算运行性能(10 km时间)的准确性之间的权衡。交叉验证的10 km行驶时间估计的均方根误差(RMSE)为2.6分钟(4%平均平均误差,MAE,0.87 R 2 ),与仅将人体测量学数据用作预测指标的估算模型相比,该指标提高了58%。最后,我们提供有关培训与绩效之间关系的见解,包括进一步证明培训量和采用两极化培训方法来提高绩效的重要性。

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