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We compute the maximal Fisher information over all directions of angular momentum J as FQ=4λmax, where λmax is the largest eigenvalue of the 3×3 matrix Γi,j=l,m(pl-pm)2pl+pml|Ji|m|Jj|l/2 and |l the normalized eigenvectors of ρ with eigenvalues pl (see [5]).
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We compute the maximal Fisher information over all directions of angular momentum J as F Q = 4 λ max, where λ max is the largest eigenvalue of the 3 × 3 matrix Γ i, j = l, m (p l - p m) 2 p l + p m l | J i | m m | J j | l / 2 and | l the normalized eigenvectors of ρ with eigenvalues p l (see [5]).
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