A Reinforcement Learning Solution for Queue Management in Public Utility Services

This paper presents a reinforcement learning-based approach for optimizing queue management in public utility service environments. Using one year of real operational data from a utility office, a simulation model is developed to replicate daily service dynamics. A Q-learning agent is trained to allocate service types to counters dynamically, aiming to minimize client waiting time. The model treats the environment as a Markov Decision Process and uses an epsilon-greedy policy for learning optimal actions. Experimental results across multiple counter configurations demonstrate significant reductions in average waiting times, confirming the effectiveness and adaptability of the proposed method in dynamic service environments.

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Publication Details

Published
2025-08-22
DOI
https://doi.org/10.3390/engproc2025104006
Primary Topic
Advanced Queuing Theory Analysis
Type
article
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article

A Reinforcement Learning Solution for Queue Management in Public Utility Services

Miroslav Markov, Valentina Markova, Todor Dobrev
Advanced Queuing Theory Analysis
article

A Reinforcement Learning Solution for Queue Management in Public Utility Services

Miroslav Markov, Valentina Markova, Todor Dobrev
article en

Abstract

This paper presents a reinforcement learning-based approach for optimizing queue management in public utility service environments. Using one year of real operational data from a utility office, a simulation model is developed to replicate daily service dynamics. A Q-learning agent is trained to allocate service types to counters dynamically, aiming to minimize client waiting time. The model treats the environment as a Markov Decision Process and uses an epsilon-greedy policy for learning optimal actions. Experimental results across multiple counter configurations demonstrate significant reductions in average waiting times, confirming the effectiveness and adaptability of the proposed method in dynamic service environments.

Technical University of Varna (BG)
Openalex Percentile: Top 64%
Advanced Queuing Theory Analysis
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