循环网络中网络编码的统一构造算法

Jiaqing Huang, Liang Wang, Tiyuan Zhang, Hui Li
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引用次数: 4

摘要

对于多单播场景,循环网络中的网络编码可能比非循环网络中的网络编码具有更好的性能。Harvey等人表明,循环网络中的网络编码可以严格优于保守网络中的分数路由,而保守网络具有广泛的实用场景,如P2P网络。因此,我们有动机研究如何通过一般构造算法在循环网络中实现更好的网络编码性能。Li等人提出循环网络中的网络代码有四个层次,包括基本卷积网络代码(BCNC)、卷积色散(CD)、卷积广播(CB)和卷积组播(CM)。接下来,研究如何在循环网络中构造所有四个层次的网络编码是一个有趣的问题。本文在前人研究BCNC构造算法的基础上,提出了一种利用流集概念构造循环网络编码的统一算法。我们的贡献如下:(1)我们展示了两个阶级之间本质区别的见解(即。循环网络中网络码的BCNC和CD/CB/CM。(2)通过提出统一构造算法,对循环网络中这两类网络码的循环进行统一处理。在这里,我们使用了Barbero等人定义的循环分类,包括链接循环,但流动-无循环,简单流动循环和流动结(简单结)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Unified construction algorithm of network coding in cyclic networks
Network coding in cyclic networks may have better performance than network coding in acyclic networks with regard to the multi-unicast scenarios. Harvey et al. showed that network coding in cyclic networks can be strictly better than fractional routing in conservative networks which have widely practical scenarios such as P2P networks. Hence, we motivated investigating how to achieve that better performance of network coding in cyclic networks by a general construction algorithm. Li et al. presented there are four levels for network code in cyclic networks, including Basic Convolutional Network Code(BCNC), Convolutional Dispersion(CD), Convolutional Broadcast(CB) and Convolutional Multicast(CM). Subsequently, it is interesting to investigate how to construct all four levels of network coding in cyclic networks. Based on our previous work of construction algorithm of BCNC, we proposed a unified algorithm to construct network coding in cyclic networks using notion of flow set. Our contributions were as follows:(1)we showed insights of the essential difference between two classes(i.e. BCNC and CD/CB/CM) of network codes in cyclic networks. (2)we showed insights how to uniformly handle cycles for these two classes of network codes in cyclic networks by proposing the unified construction algorithm. Here, we used the cycles classifications defined by Barbero et al., including link cycles but flow-acyclic, simple flow cycles and flow knots(simply knots).
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