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A polynomial-time algorithm for the establishment of primary and alternate paths in ATM networks

机译:用于在ATM网络中建立主要路径和备用路径的多项式时间算法

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The increasing proportion of data traffic being carried in public networks is necessitating tractable and scalable algorithms in the design of ATM networks. In particular, the design of routing tables for ATM networks operated under the interim inter-switch signalling protocol (IISP) requires a significant amount of manual work in order to design and implement the underlying static routing tables that enable end-to-end connectivity as the network grows. This paper presents a scalable algorithm that generates IISP routing table entries such that no loops are created and so that connectivity is maintained between all origin/destination nodes under single-link failures. The algorithm generates shortest (i.e., lowest-cost) primary and alternate paths for any single-link failure scenario, while also demonstrating that at least one such solution can be found for any network graph devoid of bridges. Note that re-routing for single-link failures is considered adequate when sufficient protection is provided at the lower network layers. The algorithm has been fully implemented in a practical software tool, with execution time being a polynomial function of the network complexity.
机译:在公共网络中携带的数据流量增加的增加是在ATM网络设计中的易解和可扩展的算法。特别地,在临时交换机通信协议(IISP)下操作的ATM网络的路由表的设计需要大量的手动工作,以便设计和实现能够实现端到端连接的底层静态路由表。网络增长。本文介绍了一种可伸缩算法,可以生成IISP路由表条目,使得不创建环路,从而在单链路故障下的所有原点/目的地节点之间维护连接。该算法为任何单链路故障场景生成最短(即,最低成本)的主要和备用路径,同时也可以证明可以为任何桥梁的任何网络图都找到至少一个这样的解决方案。请注意,当在下部网络层提供足够的保护时,单链路故障的重新路由被认为是足够的。该算法已在实际软件工具中完全实现,执行时间是网络复杂性的多项式函数。

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