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On the weight distribution of the coset leaders of the first-order Reed - Muller code (Corresp.)

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2 Author(s)

Let \alpha _{n} denote the number of cosets with minimum weight n of the (2^{m}, m + 1) Reed-Muller code. The \alpha _{n} for 2^{m-2} \leq n < 2^{m-2} + 2^{m - 4} is determined.

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IEEE Transactions on Information Theory  (Volume:33 ,  Issue: 5 )