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引入PEG(Progressive-edge-growth)算法来构造适合线性时间编码的LDPC校验矩阵,译码时采用简化最小和Min-Sum译码算法实现简化译码.仿真结果表明,该方法能够构造适合LDPC码的线性时间编码的下三角校验矩阵日,并且用此方法构造的LDPC码性能非常接近原来PEG算法构造的LDPC码.同时通过采用最小和Min-Sum算法降低译码复杂度.,The introduction of PEG (Progressive-edge-growth) algorithm to const
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主要是XiaoYuHu写的关于PEG文件。Progressive edge growth Tanner graphs-Mainly XiaoYuHu write files on the PEG. Progressive edge growth Tanner graphs
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Randomized Progressive Edge-Growth (RandPEG)
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Regular and irregular progressive edge-growth tanner graphs
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PEG algorithm for LDPC codes
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该程序是一种经典的ldpc码的随机构造方法,渐进边增长构造法-Progressive Edge Growth constructor method ldpc code
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通过Gallager和边增长算法生成LDPC码校验矩阵(generate the check matrix of LDPC code by using the Gallager method and progressive-edge-growth algorithm)
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