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Multi-Robot Foraging Based on Darwin's Survival of the Fittest

机译:基于达尔文的达尔文的生存的多机器人觅食

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This paper presents a collective foraging algorithm designed to simulate natural selection in a group of swarm robots. The Robotic Darwinian Particle Swarm Optimization (RDPSO) previously proposed is improved using fractional calculus theory and evaluated on real low-cost mobile robots performing a distributed foraging task. This work aims at evaluating this novel exploration strategy, by studying the performance of the algorithm within a population of up to 12 robots, under communication constraints. In order to simulate the maximum allowed communication distance, robots were provided with a list of their teammates' addresses. Experimental results show that only 4 robots are needed to accomplish the proposed mission and, independently on the number of robots, maximum communication distance and fractional coefficient, the optimal solution is achieved in approximately 90% of the experiments.
机译:本文介绍了集体觅食算法,旨在模拟一组群机器人的自然选择。 先前提出的机器人达尔文粒子群优化(RDPSO)采用分数微积分理论改进,并在执行分布式觅食任务的实际低成本移动机器人上进行评估。 这项工作旨在通过在通信约束下研究最多12个机器人的群体在最多12个机器人的群体中的性能进行评估。 为了模拟最大允许的通信距离,提供机器人的队友地址列表。 实验结果表明,只需要4个机器人来完成所提出的使命,并且独立于机器人的数量,最大通信距离和分数系数,最佳解决方案是在大约90%的实验中实现的。

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