Titlebook: Eurocode ’92; International Sympos P. Camion,P. Charpin,S. Harari Book 1993 Springer-Verlag Wien 1993 algebra.algorithms.coding.coding theo

STANT

Civil Society and the Role of Educationnary codes in the Hamming space. Some applications of this bound for estimating the minimum distance of self-dual binary codes, the cross-correlation of arbitrary binary codes, the modulus of sums of Legendre symbols of polynomials, and some parameters of randomness properties of binary codes, are given.

不適

Irritant Contact Dermatitis in the Tropicsions are self-dual must be duadic, we also learn at which lengths such codes can exist. On the one hand duadic codes are generalized to triadic and polyadic codes, and on the other hand to codes generated by difference sets in abelian groups.

AWE

https://doi.org/10.1007/978-3-658-20293-4w. In [8], Koch has given another more direct construction of these Conway-Pless codes denoted by him . = 2.., . = 8.. and . = 16... Since the five extremal codes, though pairwise non-equivalent, have the same weight enumerator it is natural to try to calculate the coset weight enumerators and to ask for some parameters which may distinguish them.

nonchalance

languid

Limited Resources Limiting Life?,frer un mot revient à trouver le mot le plus court d’un code linéaire..Nous présentons ici l’analyse théorique de deux de ces algorithmes [3, 7]. Ces résultats sont confirmés, tout au moins pour l’un d’eux, par l’implantation, et autorisent des extrapolations pour les grandes dimensions.

aphasia

Soliloquy

Coset Weight Enumerators of the Extremal Self-Dual Binary Codes of Length 32w. In [8], Koch has given another more direct construction of these Conway-Pless codes denoted by him . = 2.., . = 8.. and . = 16... Since the five extremal codes, though pairwise non-equivalent, have the same weight enumerator it is natural to try to calculate the coset weight enumerators and to ask for some parameters which may distinguish them.

誹謗

阻擋

NAV

On Duals of Binary Primitive BCH Codesthe divisibility of all duals of extended BCH codes. Next we obtain a lower bound on their minimum distance, that yields results for several affine-invariant codes. In particular, it gives a bound for all duals of extended BCH codes, which is interesting especially when the Carlitz-Uchiyama bound is negative.