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Autori principali: Jiang, Zhiheng, Wang, Yunzhe, Marr, Ryan, Novoseller, Ellen, Files, Benjamin T., Ustun, Volkan
Natura: Preprint
Pubblicazione: 2026
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Accesso online:https://arxiv.org/abs/2601.20753
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author Jiang, Zhiheng
Wang, Yunzhe
Marr, Ryan
Novoseller, Ellen
Files, Benjamin T.
Ustun, Volkan
author_facet Jiang, Zhiheng
Wang, Yunzhe
Marr, Ryan
Novoseller, Ellen
Files, Benjamin T.
Ustun, Volkan
contents Preference-Conditioned Policy Learning (PCPL) in Multi-Objective Reinforcement Learning (MORL) aims to approximate diverse Pareto-optimal solutions by conditioning policies on user-specified preferences over objectives. This enables a single model to flexibly adapt to arbitrary trade-offs at run-time by producing a policy on or near the Pareto front. However, existing benchmarks for PCPL are largely restricted to toy tasks and fixed environments, limiting their realism and scalability. To address this gap, we introduce GraphAllocBench, a flexible benchmark built on a novel graph-based resource allocation sandbox environment inspired by city management, which we call CityPlannerEnv. GraphAllocBench provides a rich suite of problems with diverse objective functions, varying preference conditions, and high-dimensional scalability. We also propose two new evaluation metrics -- Proportion of Non-Dominated Solutions (PNDS) and Ordering Score (OS) -- that directly capture preference consistency while complementing the widely used hypervolume metric. Through experiments with Multi-Layer Perceptrons (MLPs) and graph-aware models, we show that GraphAllocBench exposes the limitations of existing MORL approaches and paves the way for using graph-based methods such as Graph Neural Networks (GNNs) in complex, high-dimensional combinatorial allocation tasks. Beyond its predefined problem set, GraphAllocBench enables users to flexibly vary objectives, preferences, and allocation rules, establishing it as a versatile and extensible benchmark for advancing PCPL. Code: https://github.com/jzh001/GraphAllocBench
format Preprint
id arxiv_https___arxiv_org_abs_2601_20753
institution arXiv
publishDate 2026
record_format arxiv
spellingShingle GraphAllocBench: A Flexible Benchmark for Preference-Conditioned Multi-Objective Policy Learning
Jiang, Zhiheng
Wang, Yunzhe
Marr, Ryan
Novoseller, Ellen
Files, Benjamin T.
Ustun, Volkan
Machine Learning
Preference-Conditioned Policy Learning (PCPL) in Multi-Objective Reinforcement Learning (MORL) aims to approximate diverse Pareto-optimal solutions by conditioning policies on user-specified preferences over objectives. This enables a single model to flexibly adapt to arbitrary trade-offs at run-time by producing a policy on or near the Pareto front. However, existing benchmarks for PCPL are largely restricted to toy tasks and fixed environments, limiting their realism and scalability. To address this gap, we introduce GraphAllocBench, a flexible benchmark built on a novel graph-based resource allocation sandbox environment inspired by city management, which we call CityPlannerEnv. GraphAllocBench provides a rich suite of problems with diverse objective functions, varying preference conditions, and high-dimensional scalability. We also propose two new evaluation metrics -- Proportion of Non-Dominated Solutions (PNDS) and Ordering Score (OS) -- that directly capture preference consistency while complementing the widely used hypervolume metric. Through experiments with Multi-Layer Perceptrons (MLPs) and graph-aware models, we show that GraphAllocBench exposes the limitations of existing MORL approaches and paves the way for using graph-based methods such as Graph Neural Networks (GNNs) in complex, high-dimensional combinatorial allocation tasks. Beyond its predefined problem set, GraphAllocBench enables users to flexibly vary objectives, preferences, and allocation rules, establishing it as a versatile and extensible benchmark for advancing PCPL. Code: https://github.com/jzh001/GraphAllocBench
title GraphAllocBench: A Flexible Benchmark for Preference-Conditioned Multi-Objective Policy Learning
topic Machine Learning
url https://arxiv.org/abs/2601.20753