On Sample-Efficient Generalized Planning via Learned Transition Models
📰 ArXiv cs.AI
Sample-efficient generalized planning via learned transition models improves solution strategies across planning problems
Action Steps
- Learn a transition model from data to improve generalization across planning problems
- Use Transformer-based planners, such as PlanGPT and Plansformer, to leverage learned transition models
- Apply symbolic abstractions and explicit reasoning over the transition function to further improve planning efficiency
- Evaluate the sample efficiency of the learned transition model and refine it as needed
Who Needs to Know This
AI researchers and engineers on a team benefit from this approach as it enables more efficient planning across multiple problems, and software engineers can apply these findings to develop more effective planning systems
Key Insight
💡 Learned transition models can improve the sample efficiency of generalized planning, enabling more effective solution strategies across multiple planning problems
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💡 Learned transition models boost sample-efficient generalized planning!
Key Takeaways
Sample-efficient generalized planning via learned transition models improves solution strategies across planning problems
Full Article
Title: On Sample-Efficient Generalized Planning via Learned Transition Models
Abstract:
arXiv:2602.23148v3 Announce Type: replace Abstract: Generalized planning studies the construction of solution strategies that generalize across families of planning problems sharing a common domain model, formally defined by a transition function $\gamma : S \times A \rightarrow S$. Classical approaches achieve such generalization through symbolic abstractions and explicit reasoning over $\gamma$. In contrast, recent Transformer-based planners, such as PlanGPT and Plansformer, largely cast gener
Abstract:
arXiv:2602.23148v3 Announce Type: replace Abstract: Generalized planning studies the construction of solution strategies that generalize across families of planning problems sharing a common domain model, formally defined by a transition function $\gamma : S \times A \rightarrow S$. Classical approaches achieve such generalization through symbolic abstractions and explicit reasoning over $\gamma$. In contrast, recent Transformer-based planners, such as PlanGPT and Plansformer, largely cast gener
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