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ON THE MEAN VALUE AND VARIANCE OF DISTANCE DISTRIBUTION OF NON-LINEAR CODES IN GF(q)

ON THE MEAN VALUE AND VARIANCE OF DISTANCE DISTRIBUTION OF NON-LINEAR CODES IN GF(q)
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摘要 This paper presents the lower bounds and upper bounds for the mean value and variance of distance distribution of non-linear codes in GF(q). By presenting several examples, it is shown that these bounds could be achieved. This paper presents the lower bounds and upper bounds for the mean value and variance of distance distribution of non-linear codes in GF(q). By presenting several examples, it is shown that these bounds could be achieved.
出处 《Journal of Electronics(China)》 1998年第1期58-62,共5页 电子科学学刊(英文版)
关键词 CODING theory DISTANCE distribution Althofer-Sillke INEQUALITY MacWilliams-Delsarte IDENTITY Coding theory Distance distribution Althofer-Sillke inequality MacWilliams-Delsarte identity
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