Optimally Solving the Multiple Watchman Route Problem with Heuristic Search (Extended Abstract)

Authors

  • Yaakov Livne Ben-Gurion University
  • Dor Atzmon Ben-Gurion University
  • Shawn Skyler Ben-Gurion University
  • Eli Boyarski Ben-Gurion University
  • Amir Shapiro Ben-Gurion University
  • Ariel Felner Ben-Gurion University

Keywords:

Problem Solving Using Search, Real-life Applications, Combinatorial Optimization

Abstract

In the Watchman Route Problem (WRP), the task is to find a path for a watchman agent such that all locations in the given map will be visually seen by the watchman at least once during the path traversal. Recently, the problem has been optimally solved on a grid map using heuristic search. In this paper, we extend this work to the case of multiple agents. We call this problem the Multiple Watchman Route Problem (MWRP). In MWRP, the task is to find a path for each watchman such that each location on the map will be seen by at least one watchman. We optimally solve MWRP with heuristic search for two different objective functions with a number of A*-based variants, including an enhanced branching mechanism. We then provide an experimental study on these methods and on other attributes of this problem.

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Published

2022-07-17