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A new hybrid coding scheme: homomorphic minimum bandwidth repairing codes

机译:一种新的混合编码方案:同态最小带宽修复码

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We propose a new hybrid coding scheme to store data reliably, homomorphic minimum bandwidth repairing (HMBR) codes derived from exact minimum bandwidth regenerating codes (exact-MBR) codes and homomorphic self repairing codes (HSRCs). Exact-MBR codes offer minimum bandwidth usage whereas HSRC has low computational overhead in node repair. Our coding scheme provides two options for node repair operation. The first option offers to repair a node using minimum bandwidth and higher computational complexity while the second one repairs a node using fewer helper nodes, lower computational complexity, lower I/O overhead and higher bandwidth. Our scheme also introduces a basic integrity checking mechanism. Moreover, our proposed codes provide two different data reconstruction methods. The first one has typically better computational complexity while the other requires less bandwidth usage. Our theoretical and experimental results show that the probability of successful node repair in HMBR codes is higher than that of HSRCs and are slightly less than that of exact-MBR codes. Our proposed codes are appropriate for the systems where cost parameters such as computational complexity, bandwidth, the number of helper nodes and I/O can change dynamically. Thus, these systems can choose the appropriate method for node repair as well as the data reconstruction.
机译:我们提出了一种新的混合编码方案来可靠地存储数据,从精确的最小带宽重新生成码(exact-MBR)码和同形自修复码(HSRCs)派生出同态最小带宽修复(HMBR)码。精确的MBR码可提供最小的带宽使用量,而HSRC在节点修复方面的计算开销较低。我们的编码方案为节点修复操作提供了两种选择。第一种选择是使用最小的带宽和更高的计算复杂度来修复节点,而第二种选择则使用更少的辅助节点,更低的计算复杂度,更低的I / O开销和更高的带宽来修复节点。我们的方案还引入了基本的完整性检查机制。此外,我们提出的代码提供了两种不同的数据重构方法。第一个通常具有较好的计算复杂性,而另一个则需要较少的带宽使用。我们的理论和实验结果表明,HMBR代码中成功修复节点的概率高于HSRC,但略低于完全MBR代码。我们建议的代码适用于成本参数(例如计算复杂性,带宽,辅助节点数和I / O)可以动态更改的系统。因此,这些系统可以选择适当的方法来进行节点修复以及数据重建。

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