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The weight hierarchies of the projective codes from nondegenerate quadrics

✍ Scribed by Zhe-Xian Wan

Publisher
Springer
Year
1994
Tongue
English
Weight
594 KB
Volume
4
Category
Article
ISSN
0925-1022

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The Kasami codes is a family of [2 2m --1, 3m, 2 TM 1 \_ 2"-1 ] codes which are well known for their applications to construct sequences with optimal correlation magnitudes. The weight hierarchy of the Kasami codes is completely determined. It is also shown that the chain condition holds for these c

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An irreducible cyclic (n, k) code is said to be semiprimitive if n = (2 k -l)/N where N> 2 divides 2 j + 1 for some j ~1. The complete weight hierarchy of the semiprimitive codes is determined when k/2j is odd. In the other cases, when k/2j is even, some partial results on the generalized Hamming we