A Transfer Learning Approach for Diverse Motion Augmentation Under Data Scarcity

Motion-capture data provide high accuracy but are difficult to obtain, necessitating dataset augmentation. To our knowledge, no prior study has investigated few-shot generative models for motion-capture data that address both quality and diversity. We tackle the diversity loss that arises with extremely small datasets (n ≤ 10) by applying transfer learning and continual learning to retain the rich variability of a larger pretraining corpus. To assess quality, we introduce MFMMD (Motion Feature-Based Maximum Mean Discrepancy)—a metric well-suited for small samples—and evaluate diversity with the multimodality metric. Our method embeds an Elastic Weight Consolidation (EWC)-based regularization term in the generator’s loss and then fine-tunes the limited motion-capture set. We analyze how the strength of this term influences diversity and uncovers motion-specific characteristics, revealing behavior that differs from that observed in image-generation tasks. The experiments indicate that the transfer learning pipeline improves generative performance in low-data scenarios. Increasing the weight of the regularization term yields higher diversity in the synthesized motions, demonstrating a marked uplift in motion diversity. These findings suggest that the proposed approach can effectively augment small motion-capture datasets with greater variety, a capability expected to benefit applications that rely on diverse human-motion data across modern robotics, animation, and virtual reality.

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Publication Details

Journal
Mathematics
Published
2025-08-04
DOI
https://doi.org/10.3390/math13152506
Citations
1
Primary Topic
Human Pose and Action Recognition
Type
article
Field-Weighted Citation Impact
1.28

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article

A Transfer Learning Approach for Diverse Motion Augmentation Under Data Scarcity

Hyun-Joon Chung, Jeon-Seong Kang, Beom-Joon Park, Kwang W. Jeon et al.
1 citations
Mathematics
Human Pose and Action Recognition
1.28
article

A Transfer Learning Approach for Diverse Motion Augmentation Under Data Scarcity

Hyun-Joon Chung, Jeon-Seong Kang, Beom-Joon Park, Kwang W. Jeon, Ha-Yoon Song, Jang‐Sik Park, Junwon Yoon
article en
1 citations

Abstract

Motion-capture data provide high accuracy but are difficult to obtain, necessitating dataset augmentation. To our knowledge, no prior study has investigated few-shot generative models for motion-capture data that address both quality and diversity. We tackle the diversity loss that arises with extremely small datasets (n ≤ 10) by applying transfer learning and continual learning to retain the rich variability of a larger pretraining corpus. To assess quality, we introduce MFMMD (Motion Feature-Based Maximum Mean Discrepancy)—a metric well-suited for small samples—and evaluate diversity with the multimodality metric. Our method embeds an Elastic Weight Consolidation (EWC)-based regularization term in the generator’s loss and then fine-tunes the limited motion-capture set. We analyze how the strength of this term influences diversity and uncovers motion-specific characteristics, revealing behavior that differs from that observed in image-generation tasks. The experiments indicate that the transfer learning pipeline improves generative performance in low-data scenarios. Increasing the weight of the regularization term yields higher diversity in the synthesized motions, demonstrating a marked uplift in motion diversity. These findings suggest that the proposed approach can effectively augment small motion-capture datasets with greater variety, a capability expected to benefit applications that rely on diverse human-motion data across modern robotics, animation, and virtual reality.

MathematicsVol. 13(15)
Korea Institute of Robot and Convergence (KR), Robotics Research (United States) (US)
Defense Acquisition Program Administration
Openalex Percentile: Top 17%
Human Pose and Action Recognition
1.28
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A Transfer Learning Approach for Diverse Motion Augmentation Under Data Scarcity — Hyun-Joon Chung, Jeon-Seong Kang, et al. · Mathematics (2025) | TGRS Research Map | TGRS