| Label | Construction |
| AAGS | T. Abualrub, N. Aydin, A. Ghrayeb, and I. Siap
On the construction of skew QC codes |
| AckermanAydin | codes found by Ryan Ackerman and Noah Aydin |
| AG_subfield | |
| AGu | |
| AmayaHarryVega | James Amaya, April Harry, and Brian Vega
generalized toric variety code |
| ARS | |
| ASR | |
| AsAy | T. Asamov and N. Aydin |
| Ayd | |
| Aydin | codes found by Noah Aydin |
| Aydin_skew-cyclic | skew-cyclic codes found by Noah Aydin |
| B2x | |
| Bae | |
| BB | |
| BCH | BCH code |
| BDH | |
| BDK | |
| BE | |
| Be | |
| BE3 | |
| BEc | |
| Bel | |
| BET | |
| BEx | |
| BGu | |
| BHJ | |
| BierbrauerEdel | a large cap constructed by Bierbrauer & Edel |
| BJKS | |
| BKM | |
| BKW | |
| BMP | |
| BMYSTERY | |
| Bo0 | |
| Bo1 | |
| Bo2 | |
| Bo3 | |
| Bou | |
| Bou2 | |
| Br2 | |
| Bra | |
| BvE | |
| BY | |
| BZ | |
| CarbonaraMurilloOrtiz | Alejandro Carbonara, Juan Murillo, and Abner Ortiz
generalized toric variety code |
| CaD | |
| CDJ | |
| CG | |
| Ch | |
| Ch0 | |
| ChD | |
| Chen | |
| CLC | |
| con | |
| CS | |
| cyc | cyclic code |
| cyclic | cyclic code |
| cyx | Construction X with cyclic codes |
| CZ | |
| D1 | |
| Da0 | |
| Da4 | |
| Da7 | |
| Da8 | |
| DaGu | R. N. Daskalov and T. A. Gulliver, Bounds on the Minimum Distance for Linear Codes over GF(7) |
| DaH | |
| DaK | |
| Das | |
| Daskalov | |
| dB | |
| DG | |
| DG1 | |
| DG2 | |
| DG3 | |
| DG4 | |
| DG5 | |
| DGM | |
| DHM | |
| Dis | |
| DJ | |
| DNX | |
| DP | Iwan M. Duursma and Ruud Pellikaan, A symmetric Roos bound for linear codes, Journal of Combinatorial Theory Series A, vol. 113, no. 8, pp. 1677-1688, 2006
DOI: j.jcta.2006.03.020 |
| Du | |
| Du1 | |
| Du2 | |
| Du3 | |
| Dup | |
| DZ | |
| EB1 | |
| EB2 | |
| EB3 | |
| Ed | |
| Ed2 | |
| Edel | a large cap constructed by Edel |
| ET | |
|
|
| Label | Construction |
| Koh | |
| Kohnert | code found by Axel Kohnert, Bayreuth |
| KohnertZwanzger | code found by Axel Kohnert and Johannes Zwanzger, Bayreuth |
| KP | |
| KPc | |
| KPm | |
| KPq | |
| KSH | |
| LC | |
| Li1 | |
| Liz | |
| LLX | |
| Lun | |
| LX | |
| Maruta | |
| Mas | |
| Me | |
| MG | |
| MMT | |
| Mo | |
| MOS | |
| MoY | |
| MP | |
| MPa | |
| MYI | |
| NBC | |
| ovo | |
| Pambianco | |
| PG | |
| Pi | |
| Pi2 | |
| Ple | |
| Pun | |
| QC | |
| qc | |
| QR | quadratic residue code |
| Rod | |
| RR | |
| Sa | |
| Sab | |
| Sh1 | |
| Sia | |
| sim | |
| Sor | |
| Spasov | |
| spr | |
| SR | |
| SRC | |
| Su | |
| TjhaiTomlinson | C. Tjhai & M. Tomlinson, Results on binary cyclic codes, Electronic Letters, vol. 43, no. 3, 2007, pp. 234-235. |
| To | |
| To2 | |
| To5 | |
| Tol | |
| TTH | |
| uni | |
| Var | |
| vDEGW |
Marten van Dijk, Sebastian Egner, Marcus Greferat, Alfred Wassermann.
"On two doubly even self-dual binary codes of length 160 and
minimum weight 24."
IEEE Trans. Inform. Theory, vol. 51, no. 1, pp. 408-411, 2005.
DOI: 10.1109/TIT.2004.839535
|
| VE | |
| vE0 | |
| vE1 | |
| vEH | |
| vT1 | |
| vT3 | |
| Vx | |
| W | |
| Wa | |
| We | |
| X | |
| X3a | |
| X3u | |
| X6 | |
| X6a | |
| X6u | |
| XB | |
| XBC | extended BCH code |
| XBZ | |
| XingYeo | Chaoping Xing and Sze Ling Yeo, New Linear Codes and Algebraic Function Fields over Finite Fields |
| XL | |
| XL2 | |
| XQR | extended quadratic residue code |
| XX | |
| YC | |
| Zi | |
| ZL | |
| Zwa | code found by Johannes Zwanzger, Bayreuth |
|