Figure 2.
Densities of two 2-dimensional meta-elliptical distributions. (A) The component functions have the form f1(x) = sign(x)|x|2 and f2(x) = x3, and after transformation follows a Gaussian distribution. (B) The component functions have the form f1(x) = f2(x) = log(x), and after transformation follows a Cauchy distribution. In both cases the latent generalized correlation matrix has all off-diagonal values to be 0.5.