基于机器学习的图上码解码算法设计

Joyal Sunny, A. P. E, Renjith H Kumar
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引用次数: 0

摘要

在通信系统中,接收器接收信号比发送信号更具挑战性。接收器的任务和复杂性比发射器的要大,因为接收到的信号必须经过一个信道,在那里它会衰减和失真。通过信道编码,可以在不稳定的噪声信道上进行通信。信道编码是在发射机基带域和接收机进行的,可以通过使用各种技术有效地检索信道编码。本文讨论了基于Tanner图的LDPC码字译码中的信念传播(BP)和最小和技术。我们还研究了一种在通信系统中解码编码数据的方法,其中接收器的解码算法被重新定义为机器学习过程。因此,采用深度学习技术设计的接收机可以随时适应信道优化技术的变化,从而降低总体计算复杂度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design of Machine learning based Decoding Algorithms for Codes on Graph
In a communication system, it is more challenging to receive a signal at the receiver than it is to transmit one. The receiver’s task and complexity are larger than the transmitter’s because the received signal must travel over a channel where it will be attenuated and distorted. Communication over unstable noisy channels is made possible by channel coding. Channel encoding is done at the transmitter in the baseband domain and at the receiver, it can be effectively retrieved by using a variety of techniques. This study discusses Belief Propagation (BP) and the Min sum technique for decoding the LDPC encoded codewords using Tanner graphs. We also examine a method to decode the encoded data in a communication system, where the decoding algorithm at the receiver is recast as a machine learning process. So a receiver designed using deep learning techniques can always adapt to the changes in the channel optimization techniques and thus reduce the overall computational complexity.
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