📄 hasse_deriv1.m
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function val = hasse_deriv1(g,x,r,m)%%% Takes the r-th Hasse derivative of the polynomial g% over the finite field GF(2^m).%[Is] = find(g~=0);val = gf(0,m);for ind1=(r+1):length(g) binom = nchoosek(ind1-1,r); if (binom - 2*floor(binom/2)==1)% [g(ind1) x^(ind1-1-r)] val = val + g(ind1) * x^(ind1-1 - r); endend
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