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Optimal Fractional Repetition Codes and Fractional Repetition Batch Codes

机译:最优分数重复码和分数重复批量   代码

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摘要

Fractional repetition (FR) codes is a family of codes for distributed storagesystems (DSS) that allow uncoded exact repairs with minimum repair bandwidth.In this work, we consider a bound on the maximum amount of data that can bestored using an FR code. Optimal FR codes which attain this bound arepresented. The constructions of these FR codes are based on families of regulargraphs, such as Tur\'an graphs and graphs with large girth; and oncombinatorial designs, such as transversal designs and generalized polygons. Inaddition, based on a connection between FR codes and batch codes, we propose anew family of codes for DSS, called fractional repetition batch codes, whichallow uncoded efficient exact repairs and load balancing which can be performedby several users in parallel.
机译:小数重复(FR)代码是用于分布式存储系统(DSS)的代码家族,它允许以最小的修复带宽进行未经编码的精确修复。在这项工作中,我们考虑了使用FR代码可以存储的最大数据量的界限。给出了达到此界限的最佳FR码。这些FR代码的构造基于正则图族,例如Tur'an图和大周长的图;组合设计,例如横向设计和广义多边形。此外,基于FR代码和批处理代码之间的联系,我们提出了DSS的新代码系列,称为分数重复批处理代码,它允许未编码的有效精确修复和负载平衡,可以由多个用户并行执行。

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