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電子情報通信学会論文誌. A, 基礎・境界

更新式の近似に基づくLow-Density Parity-Check符号簡易復号法の検討(ディジタル信号処理)

塁 阪井, 渉 松本, 英夫 吉田

Published Feb 1, 2007• 0 citations
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更新式の近似に基づくLow-Density Parity-Check符号簡易復号法の検討

塁 阪井, 松本 渉, 英夫 吉田

電子情報通信学会論文誌. A, 基礎・境界•Feb 1, 2007•0 citations

更新式の近似に基づく Low-Density Parity-Check 符号簡易復号法の検討

塁 阪井, 渉 松本, 英夫 吉田

電子情報通信学会論文誌. A, 基礎・境界•Feb 1, 2007•0 citations

周波数領域におけるブロック量子化制御を用いた電子透かし方式(ディジタル信号処理,スペクトル拡散及び一般)

優智 横井, 孝平 大竹

電子情報通信学会技術研究報告. DSP, ディジタル信号処理•Jul 10, 2003•0 citations

波長分割多重を用いた10OGb/s Y-00光通信量子暗号の伝送実験(放送システム,CATV,放送素材伝送システム,伝送路符号化,情報源符号化,HDTV及びUHDTV,放送通信連携,光ファイバ配線敷設・保守運用技術,光ファイバ特性測定,光ファイバ特性解析,光ケーブル・光コード,各種用途光ファイバ,光増幅器・光中継装置,光/電気クロスコネクト・OADM,光/電気多重・分離,光送受信機,光端局装置,ディジタル信号処理・誤り訂正,光通信計測,データコム用光通信機器,光変復調方式,ディジタル信号処理アルゴリズム,コヒーレント光通信,光増幅・中継技術,非線形・偏波技術,空間・可視光伝送,量子通信・暗号化技術,空間分割多重(SDM)伝送技術,一般)

史生 二見, 修 廣田

電子情報通信学会技術研究報告. OCS, 光通信システム•Nov 6, 2014•0 citations

Low-Density Parity-Check Codes

Marco Baldi

Springer briefs in electrical and computer engineering•Jan 1, 2014•6 citations

Density Evolution Analysis of Generalized Low-density Parity-check Codes under a Posteriori Probability Decoder

Chang, Dongxu, Qingqing Peng, Ma, Zhiming +2 more

In this study, the performance of generalized low-density parity-check (GLDPC) codes under the a posteriori probability (APP) decoder is analyzed. We explore the concentration, symmetry, and monotonicity properties of GLDPC codes under the APP decoder, extending the applicability of density evolution to GLDPC codes. On the binary memoryless symmetric channels, using the BEC and BI-AWGN channels as two examples, we demonstrate that with an appropriate proportion of generalized constraint (GC) nodes, GLDPC codes can reduce the original gap to capacity compared to their original LDPC counterparts. Additionally, on the BI-AWGN channel, we apply and improve the Gaussian approximation algorithm in the density evolution of GLDPC codes. By adopting Gaussian mixture distributions to approximate the message distributions from variable nodes and Gaussian distributions for those from constraint nodes, the precision of the channel parameter threshold can be significantly enhanced while maintaining a low computational complexity similar to that of Gaussian approximations. Furthermore, we identify a class of subcodes that can greatly simplify the performance analysis and practical decoding of GLDPC codes, which we refer to as message-invariant subcodes. Using the aforementioned techniques, our simulation experiments provide empirical evidence that GLDPC codes, when decoded with the APP decoder and equipped with the right fraction of GC nodes, can achieve substantial performance improvements compared to low-density parity-check (LDPC) codes.

arXiv:2404.01136•Apr 1, 2024•0 citations
波長分割多重を用いた10OGb/s Y-00光通信量子暗号の伝送実験(放送システム,CATV,放送素材伝送システム,伝送路符号化,情報源符号化,HDTV及びUHDTV,放送通信連携,光ファイバ配線敷設・保守運用技術,光ファイバ特性測定,光ファイバ特性解析,光ケーブル・光コード,各種用途光ファイバ,光増幅器・光中継装置,光/電気クロスコネクト・OADM,光/電気多重・分離,光送受信機,光端局装置,ディジタル信号処理・誤り訂正,光通信計測,データコム用光通信機器,光変復調方式,ディジタル信号処理アルゴリズム,コヒーレント光通信,光増幅・中継技術,非線形・偏波技術,空間・可視光伝送,量子通信・暗号化技術,空間分割多重(SDM)伝送技術,一般)
In this study, the performance of generalized low-density parity-check (GLDPC) codes under the a posteriori probability (APP) decoder is analyzed. We explore the concentration, symmetry, and monotonicity properties of GLDPC codes under the APP decoder, extending the applicability of density evolution to GLDPC codes. On the binary memoryless symmetric channels, using the BEC and BI-AWGN channels as two examples, we demonstrate that with an appropriate proportion of generalized constraint (GC) nodes, GLDPC codes can reduce the original gap to capacity compared to their original LDPC counterparts. Additionally, on the BI-AWGN channel, we apply and improve the Gaussian approximation algorithm in the density evolution of GLDPC codes. By adopting Gaussian mixture distributions to approximate the message distributions from variable nodes and Gaussian distributions for those from constraint nodes, the precision of the channel parameter threshold can be significantly enhanced while maintaining a low computational complexity similar to that of Gaussian approximations. Furthermore, we identify a class of subcodes that can greatly simplify the performance analysis and practical decoding of GLDPC codes, which we refer to as message-invariant subcodes. Using the aforementioned techniques, our simulation experiments provide empirical evidence that GLDPC codes, when decoded with the APP decoder and equipped with the right fraction of GC nodes, can achieve substantial performance improvements compared to low-density parity-check (LDPC) codes.