Robert L. Miller

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In this paper we show that two minimal codes &I and JZz in the group algebra FJGJ have the same (Hamming) weight distribution if and only if there exists an automorphism 0 of G whose linear extension to FJG] maps AX onto AZ . If O(dI) = AZ, then J@~ and AZ are called equivalent. We also show that there are exactly T(Z) inequivaIent minimal wdes in Ez[G],(More)
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