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Solving Scalability and Reality Gaps in Multi-Agent Pathfinding
PhD Thesis Proposal Defence
Title: "Solving Scalability and Reality Gaps in Multi-Agent Pathfinding"
by
Mr. Mingkai TANG
Abstract:
The classical Multi-Agent Pathfinding (MAPF) problem, which focuses on
computing collision-free paths for multiple agents on a graph, serves as a
foundational model for coordinated multi-robot motion. Driven by its critical
role in applications such as automated warehousing and logistics, MAPF has
attracted sustained research interest across artificial intelligence,
multi-agent systems, and robotics. However, its direct applicability is
limited by two prominent challenges: the reality gap stemming from its
oversimplified formulation, and the scalability issue in coordinating large
numbers of agents in complex, long-term scenarios.
This proposal aims to bridge the reality gap and enhance the scalability of
classical MAPF by addressing three key limitations arising from its
simplifying assumptions: (1) optimizing visiting order among multiple goals,
(2) enabling cyclic operations in structured environments, and (3)
incorporating agent energy constraints. First, to allow agents to visit
multiple goals optimally, we introduce the Multi-Goal Conflict-Based Search
(MGCBS) algorithm. This approach achieves improved efficiency using a
Time-Interval-Space Forest (TIS Forest) structure. Second, to extend one-shot
planning to cyclic operation, we formalize Streaming MAPF (S-MAPF) and
develop the Agent Stream Conflict-Based Search (ASCBS) algorithm to handle
cyclic agent actions with unlimited working hours. Third, to incorporate
energy constraint, we define the Energy-Limited Lifelong Multi-Agent Pickup
and Delivery (EL-MAPD) problem. We provide theoretical guarantees for
solvability and a practical online planner called Fallback Priority Planning
(FPP), which ensures the acquisition of a feasible action in every planning
episode.
In summary, these contributions provide an algorithmic and theoretical
foundation that significantly enhances the scalability and practicality of
multi-robot systems.
Date: Thursday, 5 February 2026
Time: 3:00pm - 5:00pm
Venue: Room 3494
Lifts 25/26
Committee Members: Dr. Ling Pan (Supervisor)
Prof. Fangzhen Lin (Chairperson)
Dr. Qifeng Chen