Provable Distributional Value Iteration under Partial Observability
📰 ArXiv cs.AI
Learn how to apply Distributional Value Iteration under partial observability to tackle uncertainty in real-world planning tasks
Action Steps
- Extend Distributional Reinforcement Learning (DistRL) to partially observable domains
- Model the entire return distribution using latent models
- Approximate beliefs about the environment's state
- Plan actions using the approximated beliefs and return distribution
- Evaluate the performance of the agent under partial observability
Who Needs to Know This
Researchers and engineers working on reinforcement learning and planning under uncertainty can benefit from this article to improve their agents' performance in real-world tasks
Key Insight
💡 Distributional Value Iteration can be extended to partially observable domains to improve planning under uncertainty
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🤖 Provable Distributional Value Iteration under Partial Observability: tackling uncertainty in real-world planning tasks 🚀
Full Article
Title: Provable Distributional Value Iteration under Partial Observability
Abstract:
arXiv:2505.06518v3 Announce Type: replace Abstract: In many real-world planning tasks, agents must tackle uncertainty about the environment's state and variability in the outcomes induced by stochastic dynamics and rewards. Motivated by recent progress in world model approaches, where latent models approximate beliefs and support planning, we extend Distributional Reinforcement Learning (DistRL), which models the entire return distribution for fully observable domains, to Partially Observable Ma
Abstract:
arXiv:2505.06518v3 Announce Type: replace Abstract: In many real-world planning tasks, agents must tackle uncertainty about the environment's state and variability in the outcomes induced by stochastic dynamics and rewards. Motivated by recent progress in world model approaches, where latent models approximate beliefs and support planning, we extend Distributional Reinforcement Learning (DistRL), which models the entire return distribution for fully observable domains, to Partially Observable Ma
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