Towards A Complete Multi-Agent Pathfinding Algorithm For Large Agents
Stepan Dergachev, Konstantin Yakovlev

TL;DR
This paper introduces a novel approach to multi-agent pathfinding for large agents, reducing it to pebble motion on graphs, and demonstrates improved empirical performance over existing solvers on complex scenarios.
Contribution
It proposes a reduction of large-agent MAPF to pebble motion on graphs and presents a variant of the algorithm that handles large agents more effectively.
Findings
The new algorithm solves more large-agent MAPF instances within time limits.
It outperforms the state-of-the-art CCBS solver on complex non-planar graphs.
Empirical results show increased effectiveness in handling large agents.
Abstract
Multi-agent pathfinding (MAPF) is a challenging problem which is hard to solve optimally even when simplifying assumptions are adopted, e.g. planar graphs (typically -- grids), discretized time, uniform duration of move and wait actions etc. On the other hand, MAPF under such restrictive assumptions (also known as the Classical MAPF) is equivalent to the so-called pebble motion problem for which non-optimal polynomial time algorithms do exist. Recently, a body of works emerged that investigated MAPF beyond the basic setting and, in particular, considered agents of arbitrary size and shape. Still, to the best of our knowledge no complete algorithms for such MAPF variant exists. In this work we attempt to narrow this gap by considering MAPF for large agents and suggesting how this problem can be reduced to pebble motion on (general) graphs. The crux of this reduction is the procedure that…
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Taxonomy
TopicsRobotic Path Planning Algorithms · Mobile Agent-Based Network Management · Multi-Agent Systems and Negotiation
