Temporal Segmentation of Actions in Fencing Footwork Training

F. Malawski, Marek Krupa
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Abstract

Automatic analysis of actions in sports training can provide useful feedback for athletes. Fencing is one of the sports disciplines in which the correct technique for performing actions is very important. For any practical application, temporal segmentation of movement in continuous training is crucial. In this work, we consider detecting and classifying actions in a sequence of fencing footwork exercises. We apply pose estimation to RGB videos and then we perform per-frame motion classification, using both classical machine learning and deep learning methods. Using sequences of frames with the same class we find data segments with specific actions. For evaluation, we provide extended manual labels for a fencing footwork dataset previously used in other works. Results indicate that the proposed methods are effective at detecting four footwork actions, obtaining 0.98 F1 score for recognition of action segments and 0.92 F1 score for per-frame classification. In the evaluation of our approach, we provide also a comparison with other data modalities, including depth-based pose estimation and inertial signals. Finally, we include an example of qualitative analysis of the performance of detected actions, to show how this approach can be used for training support.
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击剑步法训练中动作的时间分割
运动训练中动作的自动分析可以为运动员提供有用的反馈。击剑是一项非常重要的运动项目,正确的动作技术非常重要。在任何实际应用中,连续训练中运动的时间分割是至关重要的。在这项工作中,我们考虑在击剑步法练习序列中检测和分类动作。我们将姿态估计应用于RGB视频,然后使用经典机器学习和深度学习方法执行每帧运动分类。使用具有相同类的帧序列,我们找到具有特定动作的数据段。为了评估,我们为以前在其他作品中使用的击剑步法数据集提供了扩展的手动标签。结果表明,该方法能够有效检测四种步法动作,动作片段识别F1得分为0.98,每帧分类F1得分为0.92。在评估我们的方法时,我们还提供了与其他数据模式的比较,包括基于深度的姿态估计和惯性信号。最后,我们包括一个对检测到的动作的性能进行定性分析的例子,以展示如何将这种方法用于培训支持。
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The Usage of the BP-Layers Stereo Matching Algorithm with the EBCA Camera Set Evolutionary-Edge Bundling with Concatenation Process of Control Points Fast Incremental Image Reconstruction with CNN-enhanced Poisson Interpolation Temporal Segmentation of Actions in Fencing Footwork Training Low-Rank Rational Approximation of Natural Trochoid Parameterizations
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