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Our team is currently interested in implementing a virtual swarm robotics style maze solving system where the addition of more robots optimizes completion time. Robots will be restricted to ninety degree turns and work together by wirelessly communicating with a central database. This central database will ensure tasks are not duplicated and robots do not collide with one another. We will use the resulting data to generate a large set of widespread simple maze statistics that collectively converge to an ideal relation between maze complexity
and robot swarm count.
Professor Richard Lathrop, ICS
Swarm robotics is defined as a field of multi-robotics where a large number of robots work together cohesively in a distributed and decentralized way to solve complex scenarios or tasks. Each robot follows a set of local rules that are simpler than the globally complex objective. Currently, there is a wide variety of design implementations that have been developed to solve mazes. These include left or right turn only algorithms, depth-first search, breadth-first search, last-in-first-out, random mouse, wall follower, shortest path, and many others. Our team hopes to expand on the existing research by providing an ideal relation that determines the optimal robot swarm count to use given a particular style or complexity of maze.
The UI will display the statistics of each maze. The main panel will display the maze and the robots as they move through it.