Traffic Flow Optimization for Rail Transit Based on Multi-Agent Reinforcement Learning for Network-Based Train Dispatching
Abstract
Since the urban rail transit has developed rapidly, train scheduling and traffic flow optimization is a challenging task for improving the operational efficiency and service quality in developing networks and complicated networks. We can overcome the limitations of traditional centralized methods towards coping with massive-scale, high-density settings using multi-agent reinforcement learning (MARL) in network-based train dispatching, building a decentralized decision space where trains are treated as smart agents to optimize dispatching cooperatively through interaction with the environment. The paradigm maximizes traffic best, conserves computational complexity, and improves real-time disruption adaptability, achieving impact like reduced train delays and better energy efficiency. Experimental results indicate that the suggested MARL solution reduces average train delay (ATD) to 59% compared to FIFO during heavy-traffic scenarios, improves throughput (TP) to 148 trains/hour, lowers energy consumption (EC) by 11%, and lowers stability index (SI) by 43% without sacrificing near-real-time computation time (CT) to less than 1.5 seconds. The experimental results provide effective suggestions to intelligent rail transit dispatching and propose new directions for constructing intelligent transportation systems.DOI:
https://doi.org/10.31449/inf.v49i37.12202Downloads
Published
How to Cite
Issue
Section
License
Authors retain copyright in their work. By submitting to and publishing with Informatica, authors grant the publisher (Slovene Society Informatika) the non-exclusive right to publish, reproduce, and distribute the article and to identify itself as the original publisher.
All articles are published under the Creative Commons Attribution license CC BY 3.0. Under this license, others may share and adapt the work for any purpose, provided appropriate credit is given and changes (if any) are indicated.
Authors may deposit and share the submitted version, accepted manuscript, and published version, provided the original publication in Informatica is properly cited.







