Binary perfect and extended perfect codes of lengths 15 and 16 and of ranks 13 and 14 |
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| Authors: | V A Zinoviev D V Zinoviev |
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| Affiliation: | 1.Kharkevich Institute for Information Transmission Problems,RAS,Moscow,Russia |
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| Abstract: | Inaccuracies in computations in the paper of the authors on classification of perfect binary codes of lengths 15 and 16 and
of rank 13 are fixed. An explicit construction of all extended perfect codes of length 16 and rank 13 with a given kernel
size is presented. Perfect binary codes of length 15 and rank 14 obtained by the general doubling construction are classified. |
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