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paperarXivTrust 82 · PrimaryPublished yesterdayLive · 11h ago

Steering Robustness into World Action Models via Mechanistic Interpretability and Optimal Control

World Action Models (WAMs) enable semantically- and physically-informed control but are brittle under distribution shift. In this work, we use mechanistic interpretability to study how robustness-relevant perturbations are represented in WAM activation space. Comparing activations across successful and unsuccessful rollouts, we find some WAM architectures exhibit low-dimensional linear separability for robustness-critical features, while others do not. This motivates the use of contrastive activation directions for training-free WAM steering. We also show that local linearity in WAM activation

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  • FuzzySimilar title/name (fuzzy) · 87%lllyasviel/ControlNet

    Fuzzy title match (0.94): “Steering Robustness into World Action Models via Mechanistic” ≈ “lllyasviel/ControlNet”

  • FuzzySimilar title/name (fuzzy) · 87%lllyasviel/ControlNet-v1-1

    Fuzzy title match (0.94): “Steering Robustness into World Action Models via Mechanistic” ≈ “lllyasviel/ControlNet-v1-1”

  • PossiblePossibly related (embedding) · 45%Gradient-based Planning for World Models at Longer Horizons
  • FuzzySimilar title/name (fuzzy) · 87%google-deepmind/dm_control

    Fuzzy title match (0.94): “Steering Robustness into World Action Models via Mechanistic” ≈ “google-deepmind/dm_control”

  • FuzzyOverlapping authors or contributors · 62%zhayujie/CowAgent

    Shared author/contributor keys: chan

  • FuzzySimilar title/name (fuzzy) · 59%builderz-labs/mission-control

    Fuzzy title match (0.73): “Steering Robustness into World Action Models via Mechanistic” ≈ “builderz-labs/mission-control”

  • LinkedLinked via arxiv author · 85%Jihoon Hong

    Steering Robustness into World Action Models via Mechanistic Interpretability and Optimal Control

  • LinkedLinked via arxiv author · 85%Julian Skifstad

    Steering Robustness into World Action Models via Mechanistic Interpretability and Optimal Control

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