Although this site was up over 25 years it now soon will be shut down due to administrative reasons.
It will be further available on my new home page www.yvesedel.de

The check matrix of a [103,90,6]₃ (dual distance 8).

The first 12 rows and 95 columns are the check matrix of a [95,83,6]₃ (dual distance 10).

The first 11 rows and 85 columns are the check matrix of a [85,74,6]₃ (dual distance 46).

For more information see Inverting construction Y₁.

For more information about the [85,74,6]₃ see New code parameters from Reed-Solomon subfield codes.

1000000000011000200100211212201211110111202211202010222110210100211120211102012212110022212122002112120
0100000000012110210012010211021020011211010001221000102122122100021200210220121001210001220121002101102
0010000000001202210100022110112102001121002010222100010222122110002021021022012102211000111102200212120
0001000000020001112201222200221110101200020021021221100012020110100102110011222010210010011000201220012
0000100000021021121110012211122002121110020201122112020212221101110100202010100112102012022120101111121
0000010000000021112100200121201210100112202200022220001201122112000210102102201212112010002210000200101
0000001000010112210220111002220211212111201011011021200002101002100002200202001110012001021211000210200
0000000100011222102201212112102011120011102212210211020021022020120201110012011100121000100201000000001
0000000010001121121021210111221001212001212202121011102200121001022001111001201111020000021020200110001
0000000001010110111010122212220020120000202021121210010012120020002211001122201102121000000110100110002
0000000000101200220112202122022102012000220100212111001100102101000111100112220110220000001112200010000
0000000000000000000000000000000000000000000000000000000000000000000000000000000000000111111111100001122
0000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000011111111

| Some codes | home |