Best Known (39, 48, s)-Nets in Base 128
(39, 48, 4194301)-Net over F128 — Constructive and digital
Digital (39, 48, 4194301)-net over F128, using
- net defined by OOA [i] based on linear OOA(12848, 4194301, F128, 10, 9) (dual of [(4194301, 10), 41942962, 10]-NRT-code), using
- OOA 2-folding and stacking with additional row [i] based on linear OOA(12848, large, F128, 2, 9), using
- 1 times NRT-code embedding in larger space [i] based on linear OOA(12846, 8388602, F128, 2, 9) (dual of [(8388602, 2), 16777158, 10]-NRT-code), using
- (u, u+v)-construction [i] based on
- linear OOA(12813, 4194301, F128, 2, 4) (dual of [(4194301, 2), 8388589, 5]-NRT-code), using
- OOA 2-folding [i] based on linear OA(12813, 8388602, F128, 4) (dual of [8388602, 8388589, 5]-code), using
- discarding factors / shortening the dual code based on linear OA(12813, large, F128, 4) (dual of [large, large−13, 5]-code), using
- the expurgated narrow-sense BCH-code C(I) with length 17895697 | 1284−1, defining interval I = [0,3], and designed minimum distance d ≥ |I|+1 = 5 [i]
- discarding factors / shortening the dual code based on linear OA(12813, large, F128, 4) (dual of [large, large−13, 5]-code), using
- OOA 2-folding [i] based on linear OA(12813, 8388602, F128, 4) (dual of [8388602, 8388589, 5]-code), using
- linear OOA(12833, 4194301, F128, 2, 9) (dual of [(4194301, 2), 8388569, 10]-NRT-code), using
- OOA 2-folding [i] based on linear OA(12833, 8388602, F128, 9) (dual of [8388602, 8388569, 10]-code), using
- discarding factors / shortening the dual code based on linear OA(12833, large, F128, 9) (dual of [large, large−33, 10]-code), using
- the expurgated narrow-sense BCH-code C(I) with length 15790321 | 1288−1, defining interval I = [0,4], and minimum distance d ≥ |{−4,−3,…,4}|+1 = 10 (BCH-bound) [i]
- discarding factors / shortening the dual code based on linear OA(12833, large, F128, 9) (dual of [large, large−33, 10]-code), using
- OOA 2-folding [i] based on linear OA(12833, 8388602, F128, 9) (dual of [8388602, 8388569, 10]-code), using
- linear OOA(12813, 4194301, F128, 2, 4) (dual of [(4194301, 2), 8388589, 5]-NRT-code), using
- (u, u+v)-construction [i] based on
- 1 times NRT-code embedding in larger space [i] based on linear OOA(12846, 8388602, F128, 2, 9) (dual of [(8388602, 2), 16777158, 10]-NRT-code), using
- OOA 2-folding and stacking with additional row [i] based on linear OOA(12848, large, F128, 2, 9), using
(39, 48, large)-Net in Base 128 — Constructive
(39, 48, large)-net in base 128, using
- base change [i] based on digital (33, 42, large)-net over F256, using
- 2561 times duplication [i] based on digital (32, 41, large)-net over F256, using
- generalized (u, u+v)-construction [i] based on
- digital (0, 0, 32640)-net over F256, using
- s-reduction based on digital (0, 0, s)-net over F256 with arbitrarily large s, using
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 0, 32640)-net over F256 (see above)
- digital (0, 1, 32640)-net over F256, using
- s-reduction based on digital (0, 1, s)-net over F256 with arbitrarily large s, using
- digital (0, 1, 32640)-net over F256 (see above)
- digital (0, 1, 32640)-net over F256 (see above)
- digital (0, 1, 32640)-net over F256 (see above)
- digital (0, 1, 32640)-net over F256 (see above)
- digital (1, 3, 32640)-net over F256, using
- s-reduction based on digital (1, 3, 65793)-net over F256, using
- digital (1, 4, 32640)-net over F256, using
- s-reduction based on digital (1, 4, 65537)-net over F256, using
- net defined by OOA [i] based on linear OOA(2564, 65537, F256, 3, 3) (dual of [(65537, 3), 196607, 4]-NRT-code), using
- appending kth column [i] based on linear OOA(2564, 65537, F256, 2, 3) (dual of [(65537, 2), 131070, 4]-NRT-code), using
- net defined by OOA [i] based on linear OOA(2564, 65537, F256, 3, 3) (dual of [(65537, 3), 196607, 4]-NRT-code), using
- s-reduction based on digital (1, 4, 65537)-net over F256, using
- digital (2, 6, 32640)-net over F256, using
- net defined by OOA [i] based on linear OOA(2566, 32640, F256, 4, 4) (dual of [(32640, 4), 130554, 5]-NRT-code), using
- OA 2-folding and stacking [i] based on linear OA(2566, 65280, F256, 4) (dual of [65280, 65274, 5]-code), using
- 1 times truncation [i] based on linear OA(2567, 65281, F256, 5) (dual of [65281, 65274, 6]-code), using
- OA 2-folding and stacking [i] based on linear OA(2566, 65280, F256, 4) (dual of [65280, 65274, 5]-code), using
- net defined by OOA [i] based on linear OOA(2566, 32640, F256, 4, 4) (dual of [(32640, 4), 130554, 5]-NRT-code), using
- digital (14, 23, 65792)-net over F256, using
- generalized (u, u+v)-construction [i] based on
- digital (0, 0, 257)-net over F256, using
- s-reduction based on digital (0, 0, s)-net over F256 with arbitrarily large s (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 0, 257)-net over F256 (see above)
- digital (0, 1, 257)-net over F256, using
- s-reduction based on digital (0, 1, s)-net over F256 with arbitrarily large s (see above)
- digital (0, 1, 257)-net over F256 (see above)
- digital (0, 1, 257)-net over F256 (see above)
- digital (0, 1, 257)-net over F256 (see above)
- digital (0, 1, 257)-net over F256 (see above)
- digital (0, 2, 257)-net over F256, using
- digital (0, 3, 257)-net over F256, using
- net from sequence [i] based on digital (0, 256)-sequence over F256, using
- generalized Faure sequence [i]
- Niederreiter–Xing sequence construction II/III [i] based on function field F/F256 with g(F) = 0 and N(F) ≥ 257, using
- the rational function field F256(x) [i]
- Niederreiter sequence [i]
- net from sequence [i] based on digital (0, 256)-sequence over F256, using
- digital (0, 4, 257)-net over F256, using
- net from sequence [i] based on digital (0, 256)-sequence over F256 (see above)
- digital (0, 9, 257)-net over F256, using
- net from sequence [i] based on digital (0, 256)-sequence over F256 (see above)
- digital (0, 0, 257)-net over F256, using
- generalized (u, u+v)-construction [i] based on
- digital (0, 0, 32640)-net over F256, using
- generalized (u, u+v)-construction [i] based on
- 2561 times duplication [i] based on digital (32, 41, large)-net over F256, using
(39, 48, large)-Net over F128 — Digital
Digital (39, 48, large)-net over F128, using
- t-expansion [i] based on digital (38, 48, large)-net over F128, using
- 4 times m-reduction [i] based on digital (38, 52, large)-net over F128, using
(39, 48, large)-Net in Base 128 — Upper bound on s
There is no (39, 48, large)-net in base 128, because
- 7 times m-reduction [i] would yield (39, 41, large)-net in base 128, but