Title :
More on the minimum distance of cyclic codes
Author :
de Rooij, N. P J ; Van Lint, J.J.
Author_Institution :
PTT Research Neher Lab., Leidschendam, Netherlands
fDate :
1/1/1991 12:00:00 AM
Abstract :
It was recently shown that the so-called Jensen bound is generally weaker than the product method and the shifting method introduced by van Lint and Wilson (1986). It is shown that the minimum distance of the two cyclic codes of length 65 (for which it is known that the product method does not produce the desired result) can be proved using Jensen´s method (1985) with some adaptations
Keywords :
error correction codes; Jensen bound; cyclic codes; minimum distance; product method; shifting method; Algebra; Binary codes; Concatenated codes; Mathematics; Power generation; Terminology;
Journal_Title :
Information Theory, IEEE Transactions on
