软崩溃模型下的阈值出勤:TAG协议和马尔可夫分析

J. Konorski
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引用次数: 0

摘要

一个现实的、系统的网络评估应该包含一个可用性模型和一个故障模型。我们将称为阈值出勤的“硬可用性”模型与软崩溃故障模型结合起来,即在任何时候都必须存在一定数量的网络元素,软崩溃故障模型在经历故障后,网络元素仍然能够在紧急模式下正常工作一段时间,但有发生重大崩溃的风险。在控制应急模式持续时间的同时,还部署了阈值出勤保证(TAG)协议,该协议早前从安全角度进行了研究。我们使用“孤立的”节点型马尔可夫分析来研究TAG下的网络,提供了一些相关可用性和可靠性特征之间权衡的见解,并展示了一种简单的无模型方法来解释可以反映大规模灾难的网络元素行为之间的正相关性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Threshold Attendance under Soft-Crash Model: TAG Protocol and Markovian Analysis
A realistic and systematic network evaluation should subsume an availability model and a failure model. We combine a "hard availability" model we call threshold attendance, whereby a certain minimum number of network elements must be present at any time, with a soft-crash failure model, whereby after experiencing a failure, a network element is still able to function correctly for a while in an emergency mode at a risk of a major crash. A Threshold Attendance Guarantee (TAG) protocol, earlier studied from a security viewpoint, is deployed to ensure threshold attendance while controlling the duration of the emergency mode. We study the network under TAG using an "isolated" node-type Markovian analysis, offering insights into the tradeoffs between some relevant availability and reliability characteristics, and showing a simple model-free way to account for a positive correlation between the network elements’ behavior that can reflect mass disasters.
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