Rnk4: Number of the isometry classes of all quaternary indecomposable (n,k)-codes without zero-columns Tables for codes over GF(4) Tnk4: Number of the isometry classes of all quaternary (n,r)-codes for 1 <= r <= k without zero-columns Snk4: Number of the isometry classes of all quaternary (n,k)-codes without zero-columns

Snk4: Number of the isometry classes of all quaternary (n,k)-codes without zero-columns

n\k 1 2 3 4 5 6 7 8
1 1 0 0 0 0 0 0 0
2 1 1 0 0 0 0 0 0
3 1 2 1 0 0 0 0 0
4 1 4 3 1 0 0 0 0
5 1 6 9 4 1 0 0 0
6 1 9 24 17 5 1 0 0
7 1 12 55 70 28 6 1 0
8 1 17 131 323 189 44 7 1
9 1 22 318 1784 1976 490 65 8
10 1 30 772 12094 36477 13752 1240 94
11 1 37 1881 89437 923978 948361 102417 3091
12 1 48 4568 668922 25.124571 91.149571 25.983495 769458
13 1 59 10857 4.843901 665.246650 9163.203790 9229.228790 690.561223
14 1 74 25276 33.456545 16677.221922 887802.519854 3.433862.618525 896366.501994
15 1 90 57340 219.445013 393513.820272 81.226850.913333 1235.275542.789440 1237.821602.888111
16 1 110 126546 1367.508687 8.746404.847560 6995.509895.858546 420983.966000.848855 1.665115.122091.788510
17 1 131 271821 8112.982336 183.604673.384799 568026.309364.649897 135.464277.950330.542478 2131.743745.798974.195539
18 1 158 568714 45940.917668 3651.189061.424972 43.605786.853186.808968 41211.648695.055403.242662 2.585853.221760.134459.999659
19 1 186 1.159878 248958.221585 68984.762728.576459 3173.908501.513177.711047 11.882925.353489.748367.899821 2974.439783.002549.374300.295063
20 1 221 2.309307 1.294341.383777 1.241702.397056.529887 219631.638063.790463.680251 3255.826560.773992.275130.127994 3.251332.222181.414169.491418.935749
21 1 257 4.494023 6.471071.339443 21.345305.057397.902927 14.485172.369468.216262.948024 849763.673580.098851.938528.489655 3385.161578.639311.208252.123007.583605
22 1 301 8.559107 31.177161.914657 351.226353.808990.233801 912.564758.109204.488357.328304 211.745158.129582.064935.379308.538356 3.364516.750529.396374.190249.939418.350385
23 1 347 15.973837 145.037443.124280 5543.262429.295539.871712 55031.602229.048814.164934.248476 50478.170778.772980.365339.666536.207438 3198.770859.242588.225058.203758.914631.667008
24 1 402 29.247499 652.658246.839772 84072.780163.605511.777135 3.182660.633981.127635.540647.700964 11.534259.852965.959186.224388.885113.821045 2.914611.655637.631821.540010.102961.628380.689890
25 1 460 52.593911 2845.565003.980120 1.227462.399807.693845.200107 176.828618.640051.997762.534526.149891 2530.616477.704084.214516.972854.434911.160512 2549.585277.224539.934189.249799.960099.008644.076237
harald.fripertinger "at" uni-graz.at, May 10, 2016

Rnk4: Number of the isometry classes of all quaternary indecomposable (n,k)-codes without zero-columns Tables for codes over GF(4) Tnk4: Number of the isometry classes of all quaternary (n,r)-codes for 1 <= r <= k without zero-columns Uni-Graz Mathematik UNIGRAZ online Snk4: Number of the isometry classes of all quaternary (n,k)-codes without zero-columns Valid HTML 4.0 Transitional Valid CSS!