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Multi-Agent Path Finding on Biconnected Directed Graphs

Publication at Faculty of Mathematics and Physics |
2015

Abstract

We consider multi-agent path finding on strongly biconnected directed graphs. We show that all instances with at least two unoccupied positions can be solved or proven unsolvable.

We present a polynomial-time algorithm for this class of problems, and analyze its complexity. Our work may be the first formal study of multi-agent path finding on directed graphs.