A generalized model for network survivability

John Koroma, W. Li, D. Kazakos
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引用次数: 32

Abstract

The high expectation of network to be available and perform at all time has created growing concerns between network operators and engineers all over the globe. Network should be available to users whenever they want to use them. In the wake of an attack, network should be also able to recover as soon as possible. A survivable network is one that can provide services in the presence of an attack or failure and be able to recover fully in a timely manner. Designing a model for network survivability basically involves the understanding of three key issues, i.e, how the system will function in the wake of failures, what will be the impact of failures on the user, and how to overcome these failures. To achieve these goals, this paper proposes a quantitative approach to evaluate the network survivability in terms of using a generalized model; we consider a more complex system with several faults to study the survivability of a network using Markov chain. In presenting a better survivability performance, some numerical comparisons for the network availability, failure frequency and survivability is also developed.
网络生存能力的广义模型
对网络随时可用和运行的高期望引起了全球网络运营商和工程师越来越多的关注。网络应该随时可供用户使用。在遭受攻击后,网络也应该能够尽快恢复。一个可生存的网络是一个能够在攻击或故障的情况下提供服务,并能够及时完全恢复的网络。设计网络生存能力模型基本上涉及到对三个关键问题的理解,即,系统在故障后将如何运行,故障对用户的影响是什么,以及如何克服这些故障。为了实现这些目标,本文提出了一种使用广义模型来评估网络生存能力的定量方法;我们考虑了一个更复杂的带有多个故障的系统,利用马尔可夫链来研究网络的生存性。为了获得更好的生存性性能,还对网络可用性、故障频率和生存性进行了数值比较。
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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