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Construction of QC-LDPC Codes

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The program constructs qc-lpdc codes given size of sub-mnatrix(m), girth(g1), row (k) and column(j) weights. It uses a serch algorith that might not find a code gvien the above parameters. The program is also given a Base-Matrix.

Free download from Shareware Connection - The program constructs qc-lpdc codes given size of sub-mnatrix(m)

Publisher: Gabofetswe Malema | License: Shareware
Version: 1.0 | Size: 10 KB | Platform: Matlab, Scripts
Released Date: 21-04-2013 | Rating: 0 | Title: Construction of QC-LDPC Codes

Author Url: http://www.mathworks.com
Program Info Url: http://www.mathworks.com
Download Url: http://www.mathworks.com/matlabcentral/fx_files/34176/1/qc_ldpc.zip

More downloads from Construction of QC-LDPC Codes publisher Gabofetswe Malema:

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Construction of Girth-8 Type II QC-LPDC Codes - The program constructs girth-8 type II qc-ldpc codes given Base matrix

Flexible construction of girth-six QC-LDPC Codes - The program constructs girth-six QC-LDPC codes given row-weight,k, column-weight,j, and sub-matrix size,m.

Construction of Girth-6 Type III QC-LDPC Codes - The program constructs girth-6 type III qc-ldpc codes given base matrix and sub-matrix size

Construction of Flexible Girth10 QC-LDPC Codes - The program searches for a girth 10 QC-LDPC code given size of sub-matrix

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Construction of QC-LDPC Codes related downloads:

Flexible construction of girth-six QC-LDPC Codes - The program constructs girth-six QC-LDPC codes given row-weight,k, column-weight,j, and sub-matrix size,m.

Construction of Girth-6 Type III QC-LDPC Codes - The program constructs girth-6 type III qc-ldpc codes given base matrix and sub-matrix size

Felxible Construction of Girth 12 QC-LDPC Codes - The program searches for a girth 12 QC-LDPC code given size of sub-matrix

Construction of Flexible Girth10 QC-LDPC Codes - The program searches for a girth 10 QC-LDPC code given size of sub-matrix

Construction of Girth-8 Type II QC-LPDC Codes - The program constructs girth-8 type II qc-ldpc codes given Base matrix

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