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Link to original content: https://citation-needed.springer.com/v2/references/10.1007/978-3-030-89240-1_8?format=refman
TY - CONF AU - Leonardos, Nikos AU - Pagourtzis, Aris AU - Papaioannou, Ioannis ED - Gąsieniec, Leszek ED - Klasing, Ralf ED - Radzik, Tomasz PY - 2021 DA - 2021// TI - Byzantine Fault Tolerant Symmetric-Persistent Circle Evacuation BT - Algorithms for Sensor Systems SP - 111 EP - 123 PB - Springer International Publishing CY - Cham AB - We consider (n, f)-evacuation on a circle, an evacuation problem of a hidden exit on the perimeter of a unit radius circle for $$n>1$$n>1robots, f of which are faulty. All the robots start at the center of the circle and move with maximum speed 1. Robots must first find the exit and then move there to evacuate in minimum time. The problem is considered complete when all the honest robots know the correct position of the exit and the last honest robot has evacuated through the exit. During the search, robots can communicate wirelessly. SN - 978-3-030-89240-1 ID - 10.1007/978-3-030-89240-1_8 ER -