Figure 2From: Quantum interferences reconstruction with low homodyne detection efficiency Reconstructed Wigner functions. Averaged reconstructed Wigner functions \(E [W^{\eta,r}_{h,n}(q,p) ]\) over \(M=100\) samples of \(n=16\times10^{6}\) noisy quadrature data (efficiency \(\eta= 0.45\)). Two different values of β are considered.Back to article page