MinT - Information on Result #651459

Information on Result #651459

Linear OA(32⁸³, 119, F₃₂, 72) (dual of [119, 36, 73]-code), using algebraic-geometric code AG(F,46P) based on function field F/F₃₂ with g(F) = 11 and N(F) ≥ 120, using

a function field by SÃ©mirat [i]

Mode: Constructive and linear.

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:

	Result		This result only	Method
1	Linear OA(32⁸⁶, 122, F₃₂, 74) (dual of [122, 36, 75]-code)	[i]	✔	ConstructionÂ X with Algebraic-Geometric Codes
2	Linear OA(32⁸⁴, 122, F₃₂, 72) (dual of [122, 38, 73]-code)	[i]	✔
3	Linear OA(32⁸⁸, 124, F₃₂, 75) (dual of [124, 36, 76]-code)	[i]	✔
4	Linear OA(32⁸⁵, 124, F₃₂, 72) (dual of [124, 39, 73]-code)	[i]	✔
5	Linear OA(32⁹⁰, 126, F₃₂, 76) (dual of [126, 36, 77]-code)	[i]	✔
6	Linear OA(32⁸⁶, 126, F₃₂, 72) (dual of [126, 40, 73]-code)	[i]	✔
7	Linear OA(32⁹², 128, F₃₂, 77) (dual of [128, 36, 78]-code)	[i]	✔
8	Linear OA(32⁸⁷, 128, F₃₂, 72) (dual of [128, 41, 73]-code)	[i]	✔
9	Linear OA(32⁹⁴, 130, F₃₂, 78) (dual of [130, 36, 79]-code)	[i]	✔
10	Linear OA(32⁸⁸, 130, F₃₂, 72) (dual of [130, 42, 73]-code)	[i]	✔
11	Linear OA(32⁹⁶, 132, F₃₂, 79) (dual of [132, 36, 80]-code)	[i]	✔
12	Linear OA(32⁸⁹, 132, F₃₂, 72) (dual of [132, 43, 73]-code)	[i]	✔
13	Linear OA(32⁹⁸, 134, F₃₂, 80) (dual of [134, 36, 81]-code)	[i]	✔
14	Linear OA(32⁹⁰, 134, F₃₂, 72) (dual of [134, 44, 73]-code)	[i]	✔
15	Linear OA(32¹⁰⁰, 136, F₃₂, 81) (dual of [136, 36, 82]-code)	[i]	✔
16	Linear OA(32⁹¹, 136, F₃₂, 72) (dual of [136, 45, 73]-code)	[i]	✔
17	Linear OA(32¹⁰², 138, F₃₂, 82) (dual of [138, 36, 83]-code)	[i]	✔
18	Linear OA(32⁹², 138, F₃₂, 72) (dual of [138, 46, 73]-code)	[i]	✔
19	Linear OA(32¹⁰⁴, 140, F₃₂, 83) (dual of [140, 36, 84]-code)	[i]	✔
20	Linear OA(32⁹³, 140, F₃₂, 72) (dual of [140, 47, 73]-code)	[i]	✔
21	Linear OA(32¹⁰⁶, 142, F₃₂, 84) (dual of [142, 36, 85]-code)	[i]	✔
22	Linear OA(32⁹⁴, 142, F₃₂, 72) (dual of [142, 48, 73]-code)	[i]	✔
23	Linear OA(32¹⁰⁸, 144, F₃₂, 85) (dual of [144, 36, 86]-code)	[i]	✔
24	Linear OA(32⁹⁵, 144, F₃₂, 72) (dual of [144, 49, 73]-code)	[i]	✔
25	Linear OA(32¹¹⁰, 146, F₃₂, 86) (dual of [146, 36, 87]-code)	[i]	✔
26	Linear OA(32⁹⁶, 146, F₃₂, 72) (dual of [146, 50, 73]-code)	[i]	✔
27	Linear OA(32⁹⁷, 148, F₃₂, 72) (dual of [148, 51, 73]-code)	[i]	✔
28	Linear OA(32⁹⁸, 150, F₃₂, 72) (dual of [150, 52, 73]-code)	[i]	✔
29	Linear OA(32⁹⁹, 152, F₃₂, 72) (dual of [152, 53, 73]-code)	[i]	✔
30	Linear OA(32¹⁰¹, 155, F₃₂, 72) (dual of [155, 54, 73]-code)	[i]	✔
31	Linear OA(32¹⁰², 157, F₃₂, 72) (dual of [157, 55, 73]-code)	[i]	✔
32	Linear OA(32¹⁰³, 159, F₃₂, 72) (dual of [159, 56, 73]-code)	[i]	✔
33	Linear OA(32¹⁰⁴, 161, F₃₂, 72) (dual of [161, 57, 73]-code)	[i]	✔
34	Linear OA(32¹⁰⁵, 163, F₃₂, 72) (dual of [163, 58, 73]-code)	[i]	✔
35	Linear OA(32¹⁰⁸, 167, F₃₂, 72) (dual of [167, 59, 73]-code)	[i]	✔
36	Linear OA(32¹⁰⁹, 169, F₃₂, 72) (dual of [169, 60, 73]-code)	[i]	✔
37	Linear OA(32¹¹⁰, 171, F₃₂, 72) (dual of [171, 61, 73]-code)	[i]	✔