存在故障机器人的异步队形

Subhajit Pramanick, Gurram Joseph Spourgeon, K. Raj, P. Mandal
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引用次数: 1

摘要

本文研究了位于欧几里德平面上不同位置的n个遗忘点移动机器人的线形问题。我们假设机器人在一个坐标轴上一致。机器人以“看-算-动”(LCM)循环运行,任何两个机器人只有在连接它们的线段上没有机器人时才能看到对方。我们的目标是即使一些机器人在达到目标之前出现故障,也能解决成线问题。机器人一旦出现故障就不能再移动了。提出了一种在半同步条件下,以0 (n)个epoch为周期运行的y轴一致性下的容错分布式成线算法。在异步设置下,同样的算法在D/ymin epoch中运行,其中D为最远机器人沿y轴的垂直距离,ymin为机器人在每个LCM周期内行走的最小非零垂直距离。
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Asynchronous Line Formation in Presence of Faulty Robots
In this paper, we study the line formation problem using n oblivious point mobile robots located on distinct positions on the Euclidean plane. We assume that the robots agree on one coordinate axis. Robots operate in Look-Compute-Move (LCM) cycles and any two robots can see each other only if there is no robot present on the line segment joining them. Our aim is to solve the line formation problem even if some robots become faulty before achieving the goal. The robots cannot move anymore once they become faulty. We present a fault-tolerant distributed algorithm for line formation under y-axis agreement which runs in O(n) epochs in semi-synchronous setting. The same algorithm runs in D/ymin epochs in asynchronous setting, where D is the vertical distance between the farthest robots along the y-axis and ymin is the minimum non-zero vertical distance traveled by a robot in each LCM cycle.
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