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New relay-based transmission protocols for wireless distributed storage systems

机译:用于无线分布式存储系统的新的基于中继的传输协议

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Communication over a fading channel in a wireless storage system makes repair transmissions prone to physical layer errors. The repair transmission can be modeled as a multiple access channel (MAC), where multiple helpers are simultaneously communicating to the newcomer node. The existing optimal MAC space-time (ST) codes are, however, practically useless due to exponentially high decoding complexity when the number of helper nodes is big and the number of antennas at the newcomer node is low. To tackle this problem, two new repair transmission protocols based on ST-coding and relaying strategies are given in this paper. The diversity-multiplexing gain tradeoff (DMT) of the system together with sphere-decodability and low transmitter and receiver complexity in terms of the number of antennas required at each end are used as the main design criteria, thus naturally establishing a tradeoff between DMT, complexity, and the decoding delay. Both schemes are converting the MAC into a relay channel by increasing the decoding delay, which enables them to outperform the DMT of a simple time sharing protocol and the MAC DMT for certain multiplexing gains.
机译:无线存储系统中衰落信道上的通信使维修传输容易出现物理层错误。可以将修复传输建模为多访问通道(MAC),其中多个助手同时与新来者节点进行通信。然而,当辅助节点的数量大而新来节点的天线的数量低时,由于解码复杂度呈指数级增长,因此现有的最佳MAC空时(ST)码实际上是无用的。针对这一问题,本文提出了两种基于ST编码和中继策略的新型修复传输协议。系统的分集多路复用增益折衷(DMT)以及球形可解码性和低发射器和接收器复杂性(就两端所需的天线数量而言)被用作主要设计标准,从而自然地在DMT之间建立了折衷方案,复杂度和解码延迟。两种方案都通过增加解码延迟将MAC转换为中继信道,这使其能够胜过简单时分协议的DMT和某些复用增益的MAC DMT。

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