A multi-state computer network within transmission error rate and time constraints

Yi-Kuei Lin, Cheng-Fu Huang
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引用次数: 3

Abstract

Under the assumption that each edge capacity of the network is deterministic, the quickest path problem is to find a path that sends a specific amount of data from the source to the target such that the transmission time is minimized. In many real-time networks such as computer networks, each edge should have stochastic capacity and a transmission error rate. Such a network is called a multi-state computer network. Therefore, within transmission error rate and time, we try to compute the probability that d units of data can be sent through the multi-state computer network. Such a probability called as system reliability, which is a performance indicator provides managers with an understanding of the capability of the system and indicates possible improvements. This article mainly proposes an efficient algorithm to evaluate the system reliability in terms of the approach of minimal paths.
一种具有传输错误率和时间限制的多态计算机网络
在假设网络的每个边缘容量是确定的情况下,最快路径问题是找到一条路径,将特定数量的数据从源发送到目标,从而使传输时间最小化。在许多实时网络中,如计算机网络,每条边都应该具有随机容量和传输错误率。这样的网络被称为多状态计算机网络。因此,在传输错误率和时间范围内,我们尝试计算d个单位的数据可以通过多状态计算机网络发送的概率。这种概率称为系统可靠性,它是一种绩效指标,为管理人员提供了对系统能力的了解,并指出了可能的改进。本文主要提出了一种基于最小路径法的系统可靠性评估算法。
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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