Semi-random and semi-algebraic structural design for IRA-LDPC codes

A method of semi-random and semi-algebraic structure was presented for constructing the low-density parity-check matrix that corresponds to the information bits of the IRA codes.Compared with the existing structural LDPC codes,the distinct advantage of the presented compact structural array for info...

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Main Authors: Li PENG, Qi ZHANG, Bo WANG, Tao CHEN
Format: Article
Language:zho
Published: Editorial Department of Journal on Communications 2014-03-01
Series:Tongxin xuebao
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Online Access:http://www.joconline.com.cn/zh/article/doi/10.3969/j.issn.1000-436x.2014.03.009/
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author Li PENG
Qi ZHANG
Bo WANG
Tao CHEN
author_facet Li PENG
Qi ZHANG
Bo WANG
Tao CHEN
author_sort Li PENG
collection DOAJ
description A method of semi-random and semi-algebraic structure was presented for constructing the low-density parity-check matrix that corresponds to the information bits of the IRA codes.Compared with the existing structural LDPC codes,the distinct advantage of the presented compact structural array for information-bit-corresponding matrix is that the position coordinate of each 1 element in this matrix can be calculated by a determinate algebraic expression,which not only reduces the consumption of memory resource for the random parity-check matrix,but also provides the potential probability for designing low complexity hardware circuit of the LDPC encoder/decoder.In addition,compared with the existing practical LDPC codes in industrial standard,the presented IRA-LDPC code is also slight preponderance in the performance of simulation in bit error rate and signal noise ratio (BER-SNB).
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series Tongxin xuebao
spelling doaj-art-96b0b6788555429fae4b82c1a11ddb2d2025-01-14T06:42:54ZzhoEditorial Department of Journal on CommunicationsTongxin xuebao1000-436X2014-03-0135778459680119Semi-random and semi-algebraic structural design for IRA-LDPC codesLi PENGQi ZHANGBo WANGTao CHENA method of semi-random and semi-algebraic structure was presented for constructing the low-density parity-check matrix that corresponds to the information bits of the IRA codes.Compared with the existing structural LDPC codes,the distinct advantage of the presented compact structural array for information-bit-corresponding matrix is that the position coordinate of each 1 element in this matrix can be calculated by a determinate algebraic expression,which not only reduces the consumption of memory resource for the random parity-check matrix,but also provides the potential probability for designing low complexity hardware circuit of the LDPC encoder/decoder.In addition,compared with the existing practical LDPC codes in industrial standard,the presented IRA-LDPC code is also slight preponderance in the performance of simulation in bit error rate and signal noise ratio (BER-SNB).http://www.joconline.com.cn/zh/article/doi/10.3969/j.issn.1000-436x.2014.03.009/irregular repeat-accumulate codeslow-density parity-check codesparity-check matrixresidue class of integers modulo ncyclic group of integers modulo n
spellingShingle Li PENG
Qi ZHANG
Bo WANG
Tao CHEN
Semi-random and semi-algebraic structural design for IRA-LDPC codes
Tongxin xuebao
irregular repeat-accumulate codes
low-density parity-check codes
parity-check matrix
residue class of integers modulo n
cyclic group of integers modulo n
title Semi-random and semi-algebraic structural design for IRA-LDPC codes
title_full Semi-random and semi-algebraic structural design for IRA-LDPC codes
title_fullStr Semi-random and semi-algebraic structural design for IRA-LDPC codes
title_full_unstemmed Semi-random and semi-algebraic structural design for IRA-LDPC codes
title_short Semi-random and semi-algebraic structural design for IRA-LDPC codes
title_sort semi random and semi algebraic structural design for ira ldpc codes
topic irregular repeat-accumulate codes
low-density parity-check codes
parity-check matrix
residue class of integers modulo n
cyclic group of integers modulo n
url http://www.joconline.com.cn/zh/article/doi/10.3969/j.issn.1000-436x.2014.03.009/
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AT qizhang semirandomandsemialgebraicstructuraldesignforiraldpccodes
AT bowang semirandomandsemialgebraicstructuraldesignforiraldpccodes
AT taochen semirandomandsemialgebraicstructuraldesignforiraldpccodes