Výsledky vyhľadávania - majority‐logic algorithm

Sneak Path-Aware Reliability-Based Iterative Majority-Logic Decoding Algorithms for LDPC Codes in ReRAM Systems Autor Kong, Lingjun, Qi, Yingnan, Liu, Haiyang, Meng, Chao

“… In this letter, we first propose a sneak path-aware reliability-based iterative majority-logic decoding (SPR-IMLGD…”
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Hard-Information Bit-Reliability Based Decoding Algorithm for Majority-Logic Decodable Nonbinary LDPC Codes Autor Li, Xiangcheng, Qin, Tuanfa, Chen, Haiqiang, Sun, Youming, Liang, Qi, Luo, Liping

“…) when decoding the majority-logic decodable nonbinary LDPC codes. For codes constructed in high order fields, the presented algorithm can even outperform the original wBRB algorithm…”
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Two reliability-based iterative majority-logic decoding algorithms for LDPC codes Autor Huang, Q, Kang, J, Zhang, L, Lin, S, Abdel-Ghaffar, K

“…This paper presents two novel reliability-based iterative majority-logic decoding algorithms for LDPC codes…”
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A Low Complexity Decoding Algorithm for Majority-Logic Decodable Nonbinary LDPC Codes Autor Zhao, Dayuan, Ma, Xiao, Chen, Chao, Bai, Baoming

“…In this letter, we propose a low complexity decoding algorithm for majority-logic decodable nonbinary low-density parity-check (LDPC) codes…”
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Matrix embedding in steganography with binary Reed–Muller codes Autor Yang, Tingya, Chen, Houshou

“…This study presents a modified majority-logic decoding algorithm of Reed–Muller (RM) codes for matrix embedding…”
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Improved Iterative Hard- and Soft-Reliability Based Majority-Logic Decoding Algorithms for Non-Binary Low-Density Parity-Check Codes Autor Xiong, Chenrong, Yan, Zhiyuan

“… The iterative hard- and soft-reliability based majority-logic decoding algorithms are attractive for nonbinary LDPC codes, since they involve only finite field additions and multiplications as well…”
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Comparisons Between Reliability-Based Iterative Min-Sum and Majority-Logic Decoding Algorithms for LDPC Codes Autor Haiqiang Chen, Kai Zhang, Xiao Ma, Baoming Bai

“…A modified reliability-based iterative majority-logic decoding (MRBI-MLGD) algorithm for two classes of structured LDPC codes is presented based on a recent work by Huang et al…”
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A novel soft reliability-based iterative majority-logic decoding algorithm with uniform quantization Autor 袁建国 汪哲 何昌伟 林金朝 庞宇

“…In this paper, a novel soft reliability-based iterative majority-logic decoding algorithm with uniform quantization is proposed for regularly structured low density parity-check（LDPC） codes…”
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Quantization and reliability-aware iterative majority-logic decoding algorithm for LDPC code in TLC NAND flash memory Autor Lingjun Kong, Jiaying Wen, Guojun Han, Shengmei Zhao, Ming Jiang, Chunming Zhao

“…) in NAND flash memory. In this paper, by exploiting the intra-cell characteristics in TLC NAND flash memory channels, a low-complexity quantization and reliability-Aware iterative majority-logic decoding (QR-IMLGD…”
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Modified majority logic decoding of Reed–Muller codes using factor graphs Autor Yang, Ting-Ya, Chen, Houshou

“…This study investigates the decoding algorithms of binary Reed–Muller (RM) codes. The main goal of the study is to modify majority-logic decoding using sum…”
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Iterative Pseudo-Soft-Reliability-Based Majority-Logic Decoding for NAND Flash Memory Autor Park, Kyeong Bin, Chung, Ki-Seok

“…This paper proposes a decoding algorithm for nonbinary low-density parity-check (NB-LDPC) codes, aiming to improve the error rate performance for NAND flash memory…”
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An Iterative Weighted Reliability Decoding Algorithm for Two-Step Majority-Logic Decodable Cyclic Codes Autor Chang, Hsiu-Chi, Chen, Chih-Lung, Chang, Hsie-Chia

“…An {iterative weighted reliability two-step majority logic decoding} (IWRTS-MLGD) algorithm for two-step majority-logic…”
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Joint detection–decoding of majority-logic decodable non-binary low-density parity-check coded modulation systems: an iterative noise reduction algorithm Autor Zhao, Shancheng, Wang, Xuepeng, Wang, Teng, Bai, Baoming, Ma, Xiao

“…In this study, the authors present a low-complexity iterative joint detection–decoding algorithm for majority-logic decodable non-binary low-density parity-check (LDPC…”
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Improved iterative soft-reliability-based majority-logic decoding algorithm for non-binary low-density parity-check codes Autor Chenrong Xiong, Zhiyuan Yan

“… Hence, the iterative soft-reliability-based (ISRB) majority-logic decoding algorithm is attractive for non-binary LDPC codes, since it involves only finite field additions and multiplications as well as integer additions and comparisons…”
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Low error-floor majority-logic decoding based algorithm for non-binary LDPC codes Autor Liyuan Song, Mu Zhang, Qin Huang, Zulin Wang

“…The traditional majority-logic decoding (MLgD) based algorithms suffer error-floors for decoding non-binary LDPC codes with small column weights…”
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Joint detection and decoding for physical-layer network coding in power line channel Autor Hu, Xiaoyu, Chen, Zhe, Yin, Fuliang

“…In this study, a joint detection and generalised sum-product decoding algorithm for a two-way relay physical-layer network coding (PLNC…”
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On Rudolph's majority-logic decoding algorithm (Corresp.) Autor Ng, S.

“…In this correspondence, a modification of Rudolph's one-step majority-logic decoding algorithm is introduced…”
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Iterative Decoding Algorithms for a Class of Non-Binary Two-Step Majority-Logic Decodable Cyclic Codes Autor Chang, Hsiu-Chi, Chang, Hsie-Chia

“…This paper presents two iterative decoding algorithms for a class of non-binary two-step majority-logic (NB-TS-MLG…”
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An Improved Majority-Logic Decoder Offering Massively Parallel Decoding for Real-Time Control in Embedded Systems Autor Bertram, Juliane, Hauck, Peter, Huber, Michael

“…We propose an easy-to-implement hard-decision majority-logic decoding algorithm for Reed-Muller codes RM(r,m) with m ≥ 3, m/2 ≥ r ≥ 1…”
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On the Lin-Weldon majority-logic decoding algorithm for product codes (Corresp.) Autor Nguyen Duc

“…It is shown that a majority-logic decoding algorithm proposed by Lin and Weldon for the product of an L -step and a one-step orthogonalizable code is incomplete when L is greater than unity…”
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