"A class of multivariate distributions related to distributions with a Gaussian component"@en . . . "RIV/00216208:11320/10:10051760!RIV11-MSM-11320___" . . "Gaussian component; distributions; multivariate; class"@en . . "A class of multivariate distributions related to distributions with a Gaussian component" . "Beachwood, Ohio, USA" . "1"^^ . . ": A class of random vectors (X, Y), X ? Rj , Y ? Rk with characteristic functions of the form h(s, t) = f(s)g(t) exp{s_Ct} where C is a (j x k)-matrix and prime stands for transposition is introduced and studied. The class contains all Gaussian vectors and possesses some of their properties. A relation of the class to random vectors with Gaussian components is of a particular interest. The problem of describing all pairs of characteristic functions f(s), g(t) such that h(s, t) is a characteristic function is open."@en . "2"^^ . "[BAC8D75D9167]" . . . . "Nonparametrics and Robustness in Modern Statistical Inference and Time Series" . . "11320" . "P(IAA101120801), Z(MSM0021620839)" . . . "RIV/00216208:11320/10:10051760" . . "A class of multivariate distributions related to distributions with a Gaussian component" . "268"^^ . "Institute of Mathematical Statistics" . . "978-0-940600-80-5" . "244493" . ": A class of random vectors (X, Y), X ? Rj , Y ? Rk with characteristic functions of the form h(s, t) = f(s)g(t) exp{s_Ct} where C is a (j x k)-matrix and prime stands for transposition is introduced and studied. The class contains all Gaussian vectors and possesses some of their properties. A relation of the class to random vectors with Gaussian components is of a particular interest. The problem of describing all pairs of characteristic functions f(s), g(t) such that h(s, t) is a characteristic function is open." . . "Kagan, Abram M." . . . . . "1" . "Klebanov, Lev" . "A class of multivariate distributions related to distributions with a Gaussian component"@en . "8"^^ .