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Autoregressive Policy Optimization for Constrained Allocation Tasks

NeurIPS 2024 · Reinforcement learning › Policy gradient and actor-critic · approach: Constrained policy optimization · 1 citations (OpenAlex)

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Proposes PASPO, an autoregressive policy over convex-polytope allocation spaces that guarantees hard linear constraint satisfaction by sequentially sampling each allocation within LP-computed bounds, plus a de-biasing initialization for the beta distributions.

Problem

Constrained allocation tasks require strictly satisfying linear hard constraints on resource allocations at every step, but existing safe RL methods only handle soft constraints and hard-constraint methods rely on post-hoc action correction or are limited in constraint types.

Approach

Decompose the polytope action space into sequential sub-problems: for each entity, solve LPs for the feasible interval given prior allocations, sample from a normalized four-parameter beta distribution over that interval, and update the remaining polytope; add a de-biasing term to the beta initialization so the initial sampling approximates uniform over the joint action space.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use PASPO instead of the compared baselinesPPO on PASPO · Synthetic benchmark, Portfolio Optimization, Compute Load Distributionaverage episode rewardHelped
Generate actions with PASPO rather than soft-constraint methodsConstrained allocation tasks · Synthetic benchmark, Portfolio Optimization, Compute Load Distributionconstraint violationsHelped
Add de-biased initialization (ablation)PASPO · Synthetic benchmarkaverage episode rewardHelped
Reverse the allocation order (ablation)PASPO with de-biased initialization · Synthetic benchmarkaverage episode rewardNo clear effect

Surprising findings

Limitations

Experimental setup

Datasets: NASDAQ-100 derived HMM financial environment compute load distribution environment synthetic MLP reward benchmark

Benchmarks: synthetic allocation benchmark portfolio optimization environment compute load distribution environment

Metrics: average episode reward number of constraint violations per episode

Baselines: CPO CUP IPO P3O PPO-Lagrangian OptLayer

Builds on: PPO OptLayer Dirichlet policy autoregressive factorization

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