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Clustering Boundary Cutting for Packet Classification Based on Distribution Density

机译:基于分布密度的分组分类聚类边界切割

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摘要

In this paper, we present the clustering boundary cutting trie algorithm in order to solve the problem of huge time consumption in existing trie based algorithms. In the proposed solution, there are two stages. The first stage is the density-based rule clustering process. The rules are represented as a range between 0 and 1 according to the prefixes of the packet fields. When the number of the rules in a range reaches to a certain density, the corresponding rules are formed in a cluster. The second stage is the trie construction process based on these clusters. Compared with traditional packet classification algorithms, the searching time of our algorithm increases by 47.05%-73.76% and keep the high accuracy of 69.83%-93.17%. The experiment demonstrates that our algorithm can effectively keep high accuracy as well as keeping stable high-throughput, and it is suitable for actual deployment.
机译:在本文中,我们提出了聚类边界切割特里算法,以解决现有的基于特里算法的大量时间消耗的问题。在提出的解决方案中,有两个阶段。第一阶段是基于密度的规则聚类过程。根据分组字段的前缀,将规则表示为介于0和1之间的范围。当某个范围内的规则数量达到一定密度时,相应的规则将形成一个簇。第二阶段是基于这些集群的Trie构建过程。与传统的数据包分类算法相比,该算法的搜索时间增加了47.05 \%-73.76 \%,保持了69.83 \%-93.17 \%的高精度。实验表明,该算法能够有效保持高精度,并保持稳定的高吞吐量,适合实际部署。

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