再生代码:一个重新制定的存储带宽权衡和一个新的结构

G. Kamath, P. V. Kumar
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引用次数: 2

摘要

本文重新制定了再生码的存储-修复-带宽(SRB)权衡曲线,以在两个具有实际相关性的全局参数,即信息率和修复率之间进行权衡。新的信息修复率(IRR)权衡为重新生成代码提供了一种不同的、有见地的观点。例如,它为寻求研究与SRB权衡内部相对应的结构提供了新的动机。有趣的是,SRB权衡上的每个点对应于IRR权衡设置中的曲线。我们在IRR框架下完整地描述了功能性修复,而对于精确修复,提出了一个可实现的区域。在本文的第二部分,利用不变子空间理论,构造了最小存储再生点的速率-一半再生码。虽然该速率半码的参数与MISER码的参数相同,但其结构本身却大不相同。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Regenerating codes: A reformulated storage-bandwidth trade-off and a new construction
In this paper, the storage-repair-bandwidth (SRB) trade-off curve of regenerating codes is reformulated to yield a tradeoff between two global parameters of practical relevance, namely information rate and repair rate. The new information-repair-rate (IRR) tradeoff provides a different and insightful perspective on regenerating codes. For example, it provides a new motivation for seeking to investigate constructions corresponding to the interior of the SRB tradeoff. Interestingly, each point on the SRB tradeoff corresponds to a curve in the IRR tradeoff setup. We characterize completely, functional repair under the IRR framework, while for exact repair, an achievable region is presented. In the second part of this paper, a rate-half regenerating code for the minimum storage regenerating point is constructed that draws upon the theory of invariant subspaces. While the parameters of this rate-half code are the same as those of the MISER code, the construction itself is quite different.
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