A Self-Stabilizing Quickest Path Routing Algorithm

A. Datta, B. Bourgon
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Abstract

This paper presents a self-stabilized algorithm for the quickest path problem. This algorithm will guarantee that an asynchronous distributed system will in finite t ime have an all-pairs quickest path routing table at each node i n finite t ime. Also, the system can handle node additions/deletions/perturbations without permanent eflects on the system.
一种自稳定最快路径路由算法
提出了一种求解最快路径问题的自稳定算法。该算法将保证异步分布式系统在有限的t时间内,在有限的t时间内,在每个节点上都有一个全对最快路径路由表。此外,系统可以处理节点的添加/删除/扰动,而不会对系统产生永久性影响。
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