On the symmetry group of extended perfect binary codes of length n+1 and rank n - log(n+1) + 2
2012
It is proved that for every integer n = 2(k) - 1, with k >= 5, there exists a perfect code C of length n, of rank r = n - log(n + 1) + 2 and with a trivial symmetry group. This result extends an ...
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