基于等差数列的LDPC拟环的编码构造

I. Diop, S. M. Farssi, Dakar Sénégal, M. Ba, H B Diouf
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引用次数: 0

摘要

本文研究了基于原型的LDPC准循环码的构造。除了它们的大周长外,所提出的编码还利用了低音编码和解码复杂性的优点。本文的目的是对拟循环LDPC码的实现进行改进。因此,为了尊重基本原型图的结构,我们使用等差数列来提前确定派生图中某些控制节点的位置,这在一定程度上相当于生成一个新模型,同时进行基本原型图的扩大。一旦这个新模型被构想出来,我们就可以应用通常的技术以最优的方式构建衍生图。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Construction of codes protographes LDPC quasi-cycliques based on an arithmetic progression
In this document, we study the construction of codes LDPC quasi cyclic based on a protograph. In addition to their large perimeters, the presented codes take profit from the advantages of bass coding and decoding complexity. The aim of this article is to make an improvement on the implementation of quasi-cyclic LDPC codes. Thus to respect the structure of the basic protograph we use an arithmetic progression to determine in advance the positions of certain nodes of control in the derived graph, which turn to some extent amounts generating a new model while proceeding to an enlarging of the basic protograph. Once this new model conceived we apply the usual techniques to build in an optimal way the derived graph.
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