Near-Optimal Pricing and Resource Allocation in a Large-Scale Service System

Pricing and Resource Allocation Made Simple for Service Systems Large-scale service systems—from drone delivery to cloud computing—face the dual challenge of balancing customer delays with revenue maximization. In “Near-Optimal Pricing and Resource Allocation in a Large-Scale Service System,” Wu, Liu, and Sun propose a dual-based pricing and resource allocation policy that is both simple and theoretically powerful. This greedy, one-step heuristic delivers performance guarantees matching the theoretical lower bound. Beyond the stylized model that illustrates its core idea, the study shows the value of dynamic pricing through an insensitivity result: any work-conserving rule can stabilize the system. The policy also proves robust under realistic conditions, including heterogeneous server pools and nonexponential service environments. Perhaps most striking, the authors uncover a “compensation effect”: near-optimal pricing curves need not rise monotonically with congestion. Instead, they may offset customers’ delay disutility to sustain revenue. These insights offer a practical, theory-backed framework for modern service operations.

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Publication Details

Journal
Operations Research
Published
2025-10-15
DOI
https://doi.org/10.1287/opre.2024.1073
Primary Topic
Advanced Queuing Theory Analysis
Type
article
Field-Weighted Citation Impact
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article

Near-Optimal Pricing and Resource Allocation in a Large-Scale Service System

Zerui Wu, Xu Sun, Ran Liu
Operations Research
Advanced Queuing Theory Analysis
article

Near-Optimal Pricing and Resource Allocation in a Large-Scale Service System

Zerui Wu, Xu Sun, Ran Liu
article en

Abstract

Pricing and Resource Allocation Made Simple for Service Systems Large-scale service systems—from drone delivery to cloud computing—face the dual challenge of balancing customer delays with revenue maximization. In “Near-Optimal Pricing and Resource Allocation in a Large-Scale Service System,” Wu, Liu, and Sun propose a dual-based pricing and resource allocation policy that is both simple and theoretically powerful. This greedy, one-step heuristic delivers performance guarantees matching the theoretical lower bound. Beyond the stylized model that illustrates its core idea, the study shows the value of dynamic pricing through an insensitivity result: any work-conserving rule can stabilize the system. The policy also proves robust under realistic conditions, including heterogeneous server pools and nonexponential service environments. Perhaps most striking, the authors uncover a “compensation effect”: near-optimal pricing curves need not rise monotonically with congestion. Instead, they may offset customers’ delay disutility to sustain revenue. These insights offer a practical, theory-backed framework for modern service operations.

Operations ResearchVol. 74(2)
University of Miami (US), Shanghai Jiao Tong University (CN)
Openalex Percentile: Top 52%
Advanced Queuing Theory Analysis
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