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ICML 2026|机制不是开关,而是一条轨迹:TRACE 如何捕捉系统的连续变化

Research Causal Representation Learning

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TL;DR - TRACE models evolving causal mechanisms as continuous mixtures of atomic mechanisms rather than discrete switches, enabling recovery of how a system changes over time. The ICML 2026 paper provides identifiability guarantees and strong results on synthetic, vehicle-turning, and gait-transition data.

  • Uses a mixture-of-experts architecture to learn atomic mechanisms from labeled pure-domain data, then estimates continuous mixture trajectories via least-squares projection.
  • Establishes latent-variable identifiability up to permutation and component-wise transformations, plus finite-sample error bounds for trajectory recovery.
  • Achieves trajectory correlations of 0.94 ± 0.05 on synthetic data, 0.960 on UAVDT vehicle turns, and 0.856 ± 0.043 on walking-to-running sequences.
  • Assumes known mechanism count and labeled pure-mechanism training data; recovery becomes difficult when mechanism bases are nearly collinear.

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ICML 2026|机制不是开关,而是一条轨迹:TRACE 如何捕捉系统的连续变化

WeChat: 极市平台 2026-07-21 arXiv:2601.21135
Public signals Hugging Face upvotes 8
Providers: Hugging Face · Upvotes 8 OpenAlex · N/A Publisher · N/A Semantic Scholar · N/A X · N/A Fetched 2026-08-21 14:38:55.578740 UTC

TL;DR - TRACE models evolving causal mechanisms as continuous mixtures of atomic mechanisms rather than discrete switches, enabling recovery of how a system changes over time. The ICML 2026 paper provides identifiability guarantees and strong results on synthetic, vehicle-turning, and gait-transition data.

  • Uses a mixture-of-experts architecture to learn atomic mechanisms from labeled pure-domain data, then estimates continuous mixture trajectories via least-squares projection.
  • Establishes latent-variable identifiability up to permutation and component-wise transformations, plus finite-sample error bounds for trajectory recovery.
  • Achieves trajectory correlations of 0.94 ± 0.05 on synthetic data, 0.960 on UAVDT vehicle turns, and 0.856 ± 0.043 on walking-to-running sequences.
  • Assumes known mechanism count and labeled pure-mechanism training data; recovery becomes difficult when mechanism bases are nearly collinear.
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