Concurrent Failure Recovery for Product Matrix Regenerating Code

Jingyao Zhang
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引用次数: 1

Abstract

Regenerating codes can minimize the network bandwidth required to recover the lost data in case of node failure in distributed storage systems. Product Matrix (PM) code is an important kind of Minimum Storage Regenerating (MSR) code that can maximize the storage efficiency, meanwhile minimizing the repair bandwidth. The original Product Matrix (PM) code only addressed single node failure. In this work, we will propose an algorithm of recovering multiple failed nodes concurrently for PM code. The explicit construction of the Repair Matrix that is applicable to any reasonable combinations of coding parameters will be presented, and the lost data can be obtained by simply multiplying the helper data with the repair matrix, thus is very easy for implementation. Based on the proposed strategy, the needed bandwidth for two major repairing policies: centralized and distributed recovery will be given formally. Moreover, the impact of Repairing Degree (the number of surviving nodes from which the assistant data are downloaded) on the bandwidth cost will be studied, which can help make optimal decisions in practical storage systems.
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产品矩阵再生码并发故障恢复
在分布式存储系统中,当节点故障时,通过代码再生可以最大限度地减少恢复丢失数据所需的网络带宽。产品矩阵(PM)码是一种重要的最小存储再生(MSR)码,它能最大限度地提高存储效率,同时使修复带宽最小化。最初的产品矩阵(PM)代码只处理单个节点的故障。在这项工作中,我们将提出一种同时恢复PM代码的多个故障节点的算法。将给出修复矩阵的显式构造,适用于任何合理的编码参数组合,只需将辅助数据与修复矩阵相乘即可获得丢失的数据,因此非常容易实现。在此基础上,给出了集中式恢复和分布式恢复两种主要修复策略所需的带宽。此外,还将研究修复度(下载辅助数据的幸存节点数量)对带宽成本的影响,这有助于在实际存储系统中做出最优决策。
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