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On the Achievement of the Griesmer Bound |
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| Authors: | Tatsuya Maruta |
| Affiliation: | (1) Aichi Prefectural Women`s Junior College, Mizuho, Nagoya, 467, Japan |
| Abstract: | The main theorem in this paper is that there does not exist an [n,k,d]q code with d = (k-2)qk-1 - (k-1)qk-2 attaining the Griesmer bound for q  k, k=3,4,5 and for q 2k-3, k 6. |
| Keywords: | minimum length bounds linear codes projective spaces |
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