A New Lower Bound on the Minimal Length of a Binary Linear Code

Autor: Bhandari, M. C., Garg, M. S.
Zdroj: European Journal of Combinatorics; May, 1996, Vol. 17 Issue: 4 p335-342, 8p
Abstrakt: In [4] Dodunekov and Manev have shown thatn(k, 2k-i) ≥g(k, 2k-i)+2for3≤i≤k-4.In casek≥9,we further improve this bound. The non-existence /existence of certain codes is established to prepare a table of bounds onn(9, d)ford≤28.
Databáze: Supplemental Index
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