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Efficient distributed snapshots in an anonymous asynchronous message-passing system

机译:匿名异步消息传递系统中的高效分布式快照

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We present a global snapshot algorithm with concurrent initiators, with termination detection in an anonymous asynchronous distributed message-passing system having FIFO channels. In anonymous systems, process identifiers are not available and an algorithm cannot use process identifiers in its operation. Such systems arise in several domains due to a variety of reasons. In the proposed snapshot algorithm for anonymous systems, each instance of algorithm initiation is identified by a random number (nonce); however, this is not used as an address in any form of communication. In the algorithm, each process can determine an instant when the local snapshot recordings at all the processes have terminated. This is a challenging problem when an algorithm cannot use process identifiers and a process does not know the number of processes in the system or the diameter of the network and cannot use a predefined topology overlay on the network, because there is no easy way to identify the global termination condition. The message complexity of our algorithm is (cn~2), where c is the number of concurrent initiators and n is the number of processes in the system, which is much better than that of the algorithm by Chalopin et al. (2012) [6]. Further, the algorithm by Chalopin et al. also requires knowledge of the network diameter.
机译:我们提出了一种具有并发启动器的全局快照算法,在具有FIFO通道的匿名异步分布式消息传递系统中具有终止检测功能。在匿名系统中,进程标识符不可用,算法无法在其操作中使用进程标识符。由于各种原因,这种系统出现在几个领域。在提出的用于匿名系统的快照算法中,算法启动的每个实例都由一个随机数(随机数)标识;但是,该地址不以任何形式用作通讯地址。在该算法中,每个进程都可以确定所有进程的本地快照记录已终止的时刻。当算法无法使用进程标识符并且进程不知道系统中进程的数量或网络的直径并且无法使用网络上的预定义拓扑覆盖时,这是一个具有挑战性的问题,因为没有简单的方法来识别全局终止条件。我们算法的消息复杂度为(cn〜2),其中c是并发发起方的数量,n是系统中进程的数量,这比Chalopin等人的算法要好得多。 (2012)[6]。此外,Chalopin等人的算法。还需要了解网络直径。

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