On the classification of binary self-dual [44,22,8] codes with an automorphism of order 3 (with R. Russeva, N. Yankov, N. Ziapkov and M. Nikolova)


Буюклиева, Стефка (2009) On the classification of binary self-dual [44,22,8] codes with an automorphism of order 3 (with R. Russeva, N. Yankov, N. Ziapkov and M. Nikolova) Proceedings of the International Workshop OCRT, Varna, Bulgaria, pp. 32-37.


 All binary self-dual [44,22,8] codes with an automorphism of order 3 with 8, 10, and 12 independent cycles are classified up to equivalence. There exist exactly 4570 inequivalent codes with automorphism of order 3 with 8 independent cycles, 8738 inequivalent such codes with 10 cycles, and 123147 inequivalent codes with 12 cycles.
  Доклад
 Self-dual codes, Automorphisms, Optimal codes




 Издадено
  4078
 Стефка Буюклиева

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