Additive properties of skew normal random vectors

By G. González-Farías, Armando Domı́nguez-Molina, Arjun K. Gupta. 2004

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Skewed distributions in finance and actuarial science: a review (2015, background): “Gonzàlez-Farías, Dominguez-Molína, and Gupta (2004) introduced what is known as the CSN distribution.”
SKEW-NORMALITY IN STOCHASTIC FRONTIER ANALYSIS (2003, unknown): “, um) ∼ EC m (ν, Λ; h2), m ≥ n, see (9), v independent of u, D is a full row rank matrix, f (X; β) = (f (x1; β) , .”
On the Unification of Families of Skew‐normal Distributions (2006, methodology): “Closed SN family González-Farı́as et al. (2004) have examined a form of representation via conditioning similar to ours, and obtained a class of distributions called the CSN family.”
Consistent inference in fixed-effects stochastic frontier models (2017, methodology): “In both cases we exploit the properties of the Closed Skew Normal (CSN) class of distributions (Gonzalez-Farias et al., 2004a).”
On fundamental skew distributions (2005, background): “[17] (see also[23]), whose canonical version is defined from its density by f (z| m,D) = k(z) m(Dz) m(0|Im +DDT ) , z ∈ R, (1.”