Solving the Colored Multi-Agent Path Finding with Waypoints Problem using SAT

The Multi-Agent Path Finding (MAPF) problem is the problem of planning paths for multiple agents without any collisions. There are also many variants such as the waypoint variant, where each agent also has a set of waypoints it must visit before reaching its goal. The colored variant, in which the agents are grouped into teams and each team has...

Solving Multi-Agent Pathfinding with Matching using A*+ID+OD

This paper extends the Multi-Agent Pathfinding (MAPF) algorithm, A*+ID+OD, to be able to solve problems with matching. This extension still keeps the optimal and completeness properties of the original algorithm. Matching is added to the algorithm in both an exhaustive and heuristic manner. Exhaustive matching is further improved by adding a new...

Matching in Multi-Agent Pathfinding using M*

Multi-agent pathfinding (MAPF) is the process of finding collision-free paths for multiple agents. MAPF can be extended by grouping agents into teams. In a team, agents need to be assigned (or matched) to one of the team's goals such that the sum of individual cost} is minimised. This extension is called MAPF with matching (MAPFM). M* is a...

Multi-Agent Pathfinding with Matching using Enhanced Partial Expansion A*

For the Multi-Agent Pathfinding (MAPF) problem, a set of non-colliding paths must be found for multiple agents. In Multi-Agent Pathfinding with Matching (MAPFM), this problem is extended: agents and goals are added to a team and each agent has to navigate to a goal that belongs to the same team. In this paper, two extensions of the EPEA* MAPF...