P3: Probabilistic Policy Propagation for Stable VAE-Based Robot Learning

📅 2026-07-28
📈 Citations: 0
Influential: 0
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🤖 AI Summary
This work addresses a critical mismatch in the VAE-PPO framework, where the stochasticity of the encoder’s latent space is incompatible with policy optimization, leading to high-variance and biased policy gradient estimates due to single-sample approximation—thereby undermining learning stability and data efficiency. The authors propose the P³ framework, which systematically uncovers the theoretical shortcomings of this approximation mechanism and introduces a distribution-aware optimization strategy. By integrating moment propagation with sampling calibration, P³ enables robust modeling of latent uncertainty. Empirical results demonstrate that this approach substantially improves data efficiency—increasing it from 64.6% to over 96%—and accelerates convergence by reducing training steps by more than 20%, with strong validation on challenging humanoid parkour tasks.
📝 Abstract
Variational Autoencoders are widely used to encode high-dimensional and noisy observations in robotics. However, their stochastic latent creates a mismatch with Proximal Policy Optimization (PPO): an effective policy marginalizes over the latent distribution, whereas former implementations estimate its probability ratio and KL divergence using only one latent sample. We identify a fundamental but overlooked theoretical cause: naive single-sample approximations in stochastic latent space induce significant variance and bias in the surrogate loss. To address this, we introduce P^3 (Probabilistic Policy Propagation), a distribution-aware optimization framework for VAE-based policies. $P^3$ couples moment-based probabilistic method for stable and efficient learning with sampling-based calibration for robust policy behavior under latent uncertainty. In our experiments, P^3 boosts data efficiency from 64.6% to >96%, reduces convergence steps by >20%. Furthermore, P^3 is evaluated on challenging humanoid parkour tasks and shows an effective foundation for VAE-based PPO. Code is available at https://github.com/ylyem9x/P3_Open.
Problem

Research questions and friction points this paper is trying to address.

Variational Autoencoders
Proximal Policy Optimization
stochastic latent space
policy learning
surrogate loss
Innovation

Methods, ideas, or system contributions that make the work stand out.

Probabilistic Policy Propagation
VAE-based reinforcement learning
distribution-aware optimization
stochastic latent space
policy gradient variance reduction
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