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Algebraic Codes and a New Physical Layer Transmission Protocol for Wireless Distributed Storage Systems

机译:代数码和一种新的物理层传输协议   无线分布式存储系统

摘要

In a wireless storage system, having to communicate over a fading channelmakes repair transmissions prone to physical layer errors. The first approachto combat fading is to utilize the existing optimal space-time codes. However,it was recently pointed out that such codes are in general too complex todecode when the number of helper nodes is bigger than the number of antennas atthe newcomer or data collector. In this paper, a novel protocol for wirelessstorage transmissions based on algebraic space-time codes is presented in orderto improve the system reliability while enabling feasible decoding. Thediversity-multiplexing gain tradeoff (DMT) of the system together withsphere-decodability even with low number of antennas are used as the maindesign criteria, thus naturally establishing a DMT-complexity tradeoff. It isshown that the proposed protocol outperforms the simple time-division multipleaccess (TDMA) protocol, while still falling behind the optimal DMT.
机译:在无线存储系统中,必须通过衰落的信道进行通信,使得维修传输容易出现物理层错误。对抗衰落的第一种方法是利用现有的最佳时空码。然而,最近指出,当辅助节点的数量大于新来者或数据收集器的天线数量时,这样的代码通常太复杂而无法解码。本文提出了一种新的基于代数时空码的无线存储传输协议,以提高系统的可靠性,同时实现可行的解码。系统的分集多路复用增益折衷(DMT)以及即使在天线数量较少的情况下也具有球可解码性,这是主要的设计标准,因此自然就可以建立DMT复杂度的折衷。结果表明,所提出的协议优于简单的时分多址(TDMA)协议,但仍落后于最佳DMT。

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