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🌐 Awesome Generalizable World Models

Awesome GitHub stars Text: CC BY 4.0 Code: MIT PRs: welcome

Mechanisms, generalization, and interpretability of learned world models.

Representation structure, latent dynamics, physical inference, and planning.

Observe, predict, generalize, and interpret: a tabletop pushing example with images, actions, future states, new objects, and representation interventions

Research Map · Reading Guide · BibTeX · Related Resources · Contributing


Contents

Topic Coverage Papers
🧭 Generalization & Adaptation Unseen compositions, dynamics shifts, task transfer, and adaptation. 11
🔬 World Model Interpretability Physical variables, causal interventions, and interpretable model design. 4
🧩 Structured & Compositional Representations Objects, relations, and modular transition mechanisms. 4
📐 Representation Geometry & Symmetry Latent geometry, learned transformations, and symmetry-based dynamics. 5
🎯 Planning & Task-Relevant World Models Goal-directed prediction, task abstraction, and model-based action selection. 6
📊 Evaluation & Benchmarks Compositional prediction, physical inference, and closed-loop validity. 6

36 papers across six topics · 9 supplementary papers · 45 papers in total.

Entries describe the mechanism, evaluation setting, and evidence for each contribution. New papers extend these six topics through a distinct method, analysis, or test of generalization. Each paper has one primary topic and is listed alphabetically within it.

Papers

🧭 Generalization & Adaptation

Unseen compositions, dynamics shifts, task transfer, and adaptation.

  • General agents need world models
    ICML: 2025
    Jonathan Richens et al. · Theory · Relates generalization across goal-directed tasks to predictive models extractable from a policy.

Topic overview and comparisons · Contents

🔬 World Model Interpretability

Physical variables, causal interventions, and interpretable model design.

Topic overview and comparisons · Contents

🧩 Structured & Compositional Representations

Objects, relations, and modular transition mechanisms.

Topic overview and comparisons · Contents

📐 Representation Geometry & Symmetry

Latent geometry, learned transformations, and symmetry-based dynamics.

Topic overview and comparisons · Contents

🎯 Planning & Task-Relevant World Models

Goal-directed prediction, task abstraction, and model-based action selection.

Topic overview and comparisons · Contents

📊 Evaluation & Benchmarks

Compositional prediction, physical inference, and closed-loop validity.

  • World-In-World — World Models in a Closed-Loop World
    ICLR: 2026 arXiv: 2510.18135 Code: GitHub Project: Website
    Jiahan Zhang et al. · Tests action-conditioned world models in closed-loop tasks, varying post-training data and test-time computation.

Topic overview and comparisons · Contents

Supplementary Reading

Supplementary Reading covers world-model foundations, related representation methods, and simulation or system-identification studies. Each entry states its connection to the main topics.

Browse supplementary papers

  • GeoWorld — Geometric World Models
    CVPR: 2026 arXiv: 2602.23058 Project: Website
    Zeyu Zhang et al. · Procedural planning · Uses hyperbolic latent representations and geometric optimization for procedural planning on CrossTask and COIN.

Reading Guide

The 12-paper reading path connects evidence about learned structure to composition, geometry, adaptation, planning, and generalization tests. Short topic branches link related methods and evaluation protocols.

Candidate papers are listed separately from the main index and its paper counts.

Related Resources

Contributing

Paper suggestions and corrections are welcome through issues or pull requests. See Contributing for inclusion criteria and the entry format. Bibliographic records are available in BibTeX.

License

Original catalog text and illustrations: CC BY 4.0. Maintenance code: MIT. Linked papers and external resources retain their respective licenses. See license scope.

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Research papers on the mechanisms, generalization, and interpretability of learned world models.

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