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Probabilistic Constrained Reinforcement Learning with Formal Interpretability

ICML 2024 · Reinforcement learning › Policy gradient and actor-critic · approach: Tree search and policy optimization · 0 citations (OpenAlex)

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Proposes AWaVO, an intrinsically interpretable constrained RL framework that casts constrained RL as Wasserstein variational inference with an adaptive sliced Wasserstein distance and distributional critic, claiming a Θ(1/√T) global convergence rate and probabilistic decision interpretation on simulated and real quadrotor tasks.

Problem

Interpreting reward functions and optimal policies in reinforcement learning, including convergence guarantees, training transparency, and decision explanations, for safety-critical constrained sequential decision-making.

Approach

Reframes constrained RL as variational inference under an augmented probabilistic graphical model, minimizing an adaptive generalized sliced Wasserstein distance (A-GSWD) between a variational action distribution and the optimality likelihood; the actor sets hypersurface parameters and the distributional critic supplies the variational distribution.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use AWaVO instead of PCPOquadrotor tracking control · Real-world quadrotor tasksperformanceHelped
Use AWaVO instead of CRPOsimulated drone task without disturbances · Simulated DroneperformanceHurt
Use CRPO instead of PaETSsimulated tasks · Acrobot, Cartpole, Walker, and DroneperformanceHelped
Use AWaVO instead of PaETSsimulated tasks · Acrobot, Cartpole, Walker, and DroneperformanceHelped
Use PCPO instead of TRPO-IPOsimulated tasks · Acrobot, Cartpole, and WalkerperformanceHelped
Use TRPO-IPO instead of PCPOsimulated tasks · DroneperformanceHelped

Surprising findings

Limitations

Experimental setup

Datasets: OpenAI Gym GUARD

Benchmarks: Acrobot Cartpole Walker Drone real quadrotor flight tasks

Metrics: performance convergence rate constraint satisfaction

Baselines: PaETS TRPO-IPO PCPO CRPO

Builds on: CRPO GSWD ASWD distributional RL CPO

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