稀疏矩阵码:URLLC的率-可靠性权衡

Sudarshan Adiga, R. Tandon, T. Bose
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引用次数: 0

摘要

本文提出了一种新的用于URLLC应用的信道编码技术,即稀疏矩阵编码(SMC),其目标是实现更高的可靠性和更低的解码复杂度。SMC背后的主要思想是将消息位映射到一个结构化的稀疏矩阵,然后乘以一个扩展矩阵,并在通信信道上随时间或频率资源传输。在解码器中,我们使用低解码复杂度算法从信道输出中恢复消息,该算法是通过利用和适应2D压缩感知工具派生的。我们进行了各种实验,将我们的方法与稀疏向量码(SVC)和Polar码的块错误率(BLER)进行比较。从我们的实验中,我们表明对于固定的码率和可靠性要求(BLER), SMC与Polar码和SVC相比在更短的块长度上运行。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Sparse Matrix Codes: Rate-Reliability Trade-offs for URLLC
In this paper, we present a new channel coding technique, namely sparse matrix codes (SMC), for URLLC applications with the goal of achieving higher reliability, and low decoding complexity. The main idea behind SMC is to map the message bits to a structured sparse matrix which is then multiplied by a spreading matrix and transmitted over the communication channel over time-or frequency resources. At the decoder, we recover the message from the channel output using a low-decoding complexity algorithm which is derived by leveraging and adapting tools from 2D compressed sensing. We perform various experiments to compare our approach with sparse vector code (SVC) and Polar codes for block error rate (BLER). From our experiments, we show that for a fixed code rate and reliability requirement (BLER), SMC operates at shorter blocklengths compared to Polar codes and SVC.
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