AE:一种非对称极值内容定义的分块算法,用于快速和带宽高效的重复数据删除

Yucheng Zhang, Hong Jiang, D. Feng, Wen Xia, Min Fu, Fangting Huang, Yukun Zhou
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引用次数: 71

摘要

重复数据删除是一种节省空间和带宽的技术,在各种数据密集型网络和云应用中,重复数据删除在带宽高效的数据传输中发挥着重要作用。基于rabin和基于maxp的内容定义分块(CDC)算法虽然在寻找块级冗余消除的合适切点方面具有鲁棒性,但面临以下主要挑战:(1)低分块吞吐量使分块阶段成为重复数据删除性能瓶颈;(2)大的块大小差异降低了重复数据删除效率。为了解决这些问题,本文提出了一种新的CDC算法,称为非对称极值(AE)算法。AE背后的主要思想是基于这样的观察,即在处理边界移动问题时,不对称局部范围内的极值不太可能被新的极值所取代,这促使AE使用不对称(而不是MAXP中的对称)局部范围来识别切点,同时实现高分块吞吐量和低块大小方差。因此,AE同时解决了MAXP和Rabin中分块吞吐量低和Rabin中分块大小方差大的问题。基于四个真实数据集的实验结果表明,AE将最先进的CDC算法的吞吐量性能提高了3倍,同时获得相当或更高的重复数据删除效率。
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AE: An Asymmetric Extremum content defined chunking algorithm for fast and bandwidth-efficient data deduplication
Data deduplication, a space-efficient and bandwidth-saving technology, plays an important role in bandwidth-efficient data transmission in various data-intensive network and cloud applications. Rabin-based and MAXP-based Content-Defined Chunking (CDC) algorithms, while robust in finding suitable cut-points for chunk-level redundancy elimination, face the key challenges of (1) low chunking throughput that renders the chunking stage the deduplication performance bottleneck and (2) large chunk-size variance that decreases deduplication efficiency. To address these challenges, this paper proposes a new CDC algorithm called the Asymmetric Extremum (AE) algorithm. The main idea behind AE is based on the observation that the extreme value in an asymmetric local range is not likely to be replaced by a new extreme value in dealing with the boundaries-shift problem, which motivates AE's use of asymmetric (rather than symmetric as in MAXP) local range to identify cut-points and simultaneously achieve high chunking throughput and low chunk-size variance. As a result, AE simultaneously addresses the problems of low chunking throughput in MAXP and Rabin and high chunk-size variance in Rabin. The experimental results based on four real-world datasets show that AE improves the throughput performance of the state-of-the-art CDC algorithms by 3x while attaining comparable or higher deduplication efficiency.
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