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Convergence Properties of the Gravitational Algorithm in Asynchronous Robot Systems

Reuven Cohen, David Peleg

Year
2005
Citations
208

Abstract

This paper considers the convergence problem in autonomous mobile robot systems. A natural algorithm for the problem requires the robots to move towards their center of gravity. This paper proves the correctness of the gravitational algorithm in the fully asynchronous model. It also analyzes its convergence rate and establishes its convergence in the presence of crash faults.

Keywords

CorrectnessAsynchronous communicationConvergence (economics)RobotAlgorithmComputer scienceMobile robotRate of convergenceCrashArtificial intelligence

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