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BeMapper: BicNet and evolutionary-based multi-agent path planning with effective reinforcement
1School of Science, Hebei University of Technology, Tianjin, 300401, China. 13019445816@163.com.
Scientific Reports
|July 12, 2026
Summary
BeMapper, an evolutionary-augmented reinforcement learning framework, enhances multi-agent path finding in warehouses. It improves coordination and reduces travel steps, achieving a 98.66% success rate in dynamic environments.
Area of Science:
- Robotics
- Artificial Intelligence
- Machine Learning
Background:
- Multi-agent path finding (MAPF) faces challenges in dynamic, crowded warehouse environments.
- Training instability and inefficient credit assignment hinder robust coordination in existing MAPF systems.
Purpose of the Study:
- To introduce BeMapper, a novel evolutionary-augmented reinforcement learning framework for improved multi-agent coordination.
- To address bottlenecks in training stability and credit assignment for MAPF in complex environments.
Main Methods:
- BeMapper integrates a multi-agent bidirectionally-coordinated network (BicNet) with a distributed actor-critic architecture.
- Key innovations include bidirectional feature fusion, evolutionary-driven critic selection, and a multi-metric scoring system for enhanced spatial awareness and accelerated convergence.
- A novel scoring system penalizes unstable behaviors and resolves credit assignment ambiguity.
Main Results:
- BeMapper achieved a 98.66% mean success rate, surpassing Mapper (95.51%) and BicNet (93.78%).
- It demonstrated a significantly higher average reward (18.81) compared to Mapper (1.65) and BicNet (0.04).
- In crowded scenarios, BeMapper reduced average travel steps to 36, outperforming competitors by 5-9 steps.
Conclusions:
- BeMapper significantly enhances coordination and robustness in multi-agent path finding for warehouse automation.
- The framework effectively improves operational throughput and stability in large-scale industrial settings.
- BeMapper represents a substantial advancement over existing state-of-the-art methods for complex MAPF problems.
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