Best found linear codes over Z9 of size 3^11:


To get more detailed infos about the codes, click on the entries in the table.
For an explanation of what the different colors mean, look below.

n best 2+2+2+2+2+1
63 3
74 4
86 6
98 8
1010 10
1112 12
1213 13
1315 15
1418 18
1519 19
1621 21
1722 22
1824 24
1927 27
2028 28
2130 30
2232 32
2333 33
2435 35
2537 37
2639 39
2740 40
2842 42
2945 45
3045 45
3148 48
3250 50
3351 51
3454 54
3555 55
3657 57
3760 60
3861 61
3963 63
4065 65
4166 66
4269 69
4370 70
4472 72
4575 75
4676 76
4778 78
4880 80
4981 81
5084 84
5186 86
5287 87
5390 90
5491 91
5593 93
5695 95
5796 96
5899 99
59101 101
60102 102
61105 105
62106 106
63108 108
64110 110
65112 112
66114 114
67116 116
68117 117
69120 120
70121 121
71123 123
72126 126
73127 127
74129 129
75131 131
76133 133
77135 135
78137 137
79139 139
80141 141
81143 143
82144 144
83147 147
84148 148
85150 150
86152 152
87154 154
88156 156
89158 158
90160 160
91162 162
92164 164
93165 165
94168 168
95170 170
96171 171
97173 173
98175 175
99177 177

The color scheme indicates how the homogeneous minimum distance of the entry compares to that of other linear codes over Z9 of the same length and size 3^11.
It is as follows:
d This code has the best minimum distance within our database, however it is possible that better ones exist.
d This code has optimal minimum distance.
d There are better codes of same size and length but different shape in the database.

Best found linear codes over Z9 in dependence of the size
Comparison of the Gray images for q = 3 and size = 3^11
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