基于子网路由的计算机网络通信链路配对转换算法

D. Perepelkin, I. Tsyganov
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引用次数: 8

摘要

计算机网络中的大多数现代路由算法都是基于Bellman-Ford和Dijkstra算法。计算这些算法的努力导致相应的复杂度为O(N3)和O(N2)。这里N是计算机网络中通信节点或路由器的数量。当给定算法中通信链路带宽发生变化时,需要重新计算路由表。计算机网络规模的增加导致执行此操作的工作量呈多项式增长。本工作提供了分段计算机网络图模型的理论研究,为在图边权变化条件下重构网络段最佳路径树的算法的发展提供了机会。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Paired transitions algorithm of communication links in computer networks based on subnet routing method
The majority of modern routing algorithms in computer networks is based on Bellman-Ford and Dijkstra's algorithms. The efforts to calculate these algorithms lead to the complexity O(N3) and O(N2) correspondingly. Here N is the number of communication nodes or routers in computer network. When changing communication links bandwidth in given algorithms total recalculation of routing tables takes place. The increase of computer network size leads to polynomial growth of efforts to perform this operation. This work offers theoretical research of segmented computer network graph model which gave the opportunity to develop the algorithm allowing to reconstruct the tree of network segment best routes on conditions of graph edges weight change.
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