Self-Dual [24, 12, 8] Quaternary Codes with a Nontrivial Automorphism of Order 3 |
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Abstract: | All (Hermitian) self-dual 24, 12, 8] quaternary codes which have a non-trivial automorphism of order 3 are obtained up to equivalence. There exist exactly 205 inequivalent such codes. The codes under consideration are optimal, self-dual, and have the highest possible minimum distance for this length. |
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