Machine learning study demonstrates accurate gymnastics execution score prediction from video-derived biomechanical features, highlighting a low-cost approach for objective athletic evaluation.
Objective assessment of technical execution in artistic gymnastics remains challenging because scoring relies on expert visual judgement of posture, movement control, alignment, symmetry, and action-specific execution quality. This study developed a markerless, video-based, and biomechanically interpretable machine learning framework for estimating gymnastics execution scores from pose-derived movement features. A total of 500 men’s artistic gymnastics floor-element video sequences were collected under controlled conditions and independently scored by three FIG-certified judges, with the mean score used as the ground-truth label. Pose trajectories were extracted using MediaPipe Pose, and judging-relevant landmarks were retained to represent key body segments. After hip-centred coordinate normalisation, biomechanical features were constructed from four groups: position magnitude, joint angle, temporal velocity, and left–right symmetry. As the core prediction method, this study proposes a Biomechanical Feature-Group Attention Support Vector Regression model (BFG-AttSVR). BFG-AttSVR introduces an action-specific feature-group attention mechanism to learn different group-level importance weights for different gymnastics actions. Within BFG-AttSVR, the attention weights are learned through a two-stage optimisation strategy, including data-driven initialisation based on cross-validated Ridge regression and gradient-free fine-tuning using an RBF-kernel SVR objective. Experimental results showed that BFG-AttSVR achieved an MAE of 0.0465 ± 0.0041, an RMSE of 0.0621 ± 0.0074, and an R2 of 0.9710 ± 0.0131, outperforming the strongest SVR (RBF) baseline with an RMSE of 0.0743 ± 0.0071. The proposed framework provides a low-cost, objective, and interpretable approach for video-based gymnastics score estimation.
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Hu et al. (2026) studied this question.
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