Gracefully degradable pipeline networks

R. Cypher, Ambrose Kofi Laing
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Abstract

A pipeline is a linear array of processors with an input node at one end and an output node at the other end. This paper presents k-gracefully-degradable graphs which, given any set of up to k faults, contain a pipeline that uses all the healthy processor nodes. Our constructions are designed to tolerate faulty input and output nodes, but they can be adapted to provide solutions when the input and output nodes are guaranteed to be healthy. All of our constructions are optimal in terms of the number of nodes and the maximum degree of the processor nodes.
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优雅的可降解管道网络
流水线是处理器的线性阵列,一端有输入节点,另一端有输出节点。本文提出了k-优雅可降解图,给定任意一组最多k个故障,其中包含一个使用所有健康处理器节点的管道。我们的结构被设计为可以容忍错误的输入和输出节点,但是当输入和输出节点保证健康时,它们可以被调整为提供解决方案。就节点数量和处理器节点的最大程度而言,我们所有的结构都是最优的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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