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The Wasserstein Believer: Learning Belief Updates for Partially Observable Environments through Reliable Latent Space Models

ICLR 2024 · Reinforcement learning › MDPs and planning · approach: POMDP policy optimization

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Proposes Wasserstein Belief Updater (WBU), a model-based RL method that learns a WAE-MDP latent POMDP model with privileged state access during training and a feed-forward, normalizing-flow belief encoder trained to match the belief update, with value-difference guarantees.

Problem

Learning reliable belief representations for POMDPs without relying on RNNs with BPTT, which lack guarantees that their history encodings suffice for optimal return.

Approach

Learn a latent model (WAE-MDP) of the POMDP using state access during training, then train a feed-forward sub-belief encoder with a normalizing flow (MAF) to approximate the exact belief update via a Wasserstein/KL proxy, avoiding BPTT, with theoretical bounds on value differences and representation quality.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use WBU instead of R-A2C or DVRLRepeatPrevious · RepeatPreviousundiscounted cumulative returnHelped
Use WBU instead of R-A2CStatelessCartPole · StatelessCartPoleundiscounted cumulative returnMixed
Use WBU instead of DVRLStatelessCartPole · StatelessCartPoleundiscounted cumulative returnHelped
Use WBU instead of R-A2C and DVRLSpaceInvaders · SpaceInvadersundiscounted cumulative returnHelped
Use WBU instead of R-A2CStatelessCartPole with Gaussian observation noise · StatelessCartPole with Gaussian noiseundiscounted cumulative returnMixed
Use WBU instead of R-A2CSpaceInvaders with binary observation noise · SpaceInvaders with binary noiseundiscounted cumulative returnHelped

Surprising findings

Limitations

Experimental setup

Datasets: POPGym RepeatPrevious POPGym StatelessCartPole partially observable MinAtar SpaceInvaders

Benchmarks: POPGym RepeatPrevious POPGym StatelessCartPole MinAtar SpaceInvaders (partially observable)

Metrics: undiscounted cumulative return belief loss

Baselines: R-A2C DVRL

Builds on: WAE-MDP R2D2-style recurrent policies A2C Masked Autoregressive Flow DVRL

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