Information on Result #58321

There is no OA(2181, 300, S2, 77), because the linear programming bound shows that M ≥ 1 701534 483732 309366 379627 599831 667953 620265 452247 654243 213636 197092 258809 472732 009400 892048 846161 501132 017233 770139 644607 995756 675072 / 416986 183620 888257 525186 905206 719820 461288 987101 265210 382835 230557 021727 403215 > 2181

Mode: Bound.

Optimality

Show details for fixed k and m, n and k, k and s, k and t, n and m, m and s, m and t, n and s, n and t.

Other Results with Identical Parameters

None.

Depending Results

The following results depend on this result:

ResultThis
result
only
Method
1No OA(2179, 298, S2, 77) [i]Code Embedding in Larger Space
2No OA(2178, 297, S2, 77) [i]
3No OA(2177, 296, S2, 77) [i]
4No OA(2176, 295, S2, 77) [i]
5No OA(2175, 294, S2, 77) [i]
6No OA(2174, 293, S2, 77) [i]
7No OA(2173, 292, S2, 77) [i]
8No OA(2172, 291, S2, 77) [i]
9No OA(2171, 290, S2, 77) [i]
10No OA(2170, 289, S2, 77) [i]
11No OA(2169, 288, S2, 77) [i]
12No OA(2168, 287, S2, 77) [i]
13No OA(2167, 286, S2, 77) [i]
14No OA(2166, 285, S2, 77) [i]
15No OA(2165, 284, S2, 77) [i]
16No OA(2164, 283, S2, 77) [i]
17No OA(2163, 282, S2, 77) [i]
18No OA(2162, 281, S2, 77) [i]
19No OA(2161, 280, S2, 77) [i]
20No OA(2160, 279, S2, 77) [i]
21No OA(2159, 278, S2, 77) [i]
22No OA(2158, 277, S2, 77) [i]
23No OA(2157, 276, S2, 77) [i]
24No OA(2180, 299, S2, 76) [i]Adding a Parity Check Bit