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MULTIVARIATE DISTRIBUTIONS WITH SELFDECOMPOSABLE PROJECTIONS
Sato, Ken-Iti Korean Mathematical Society 1998 대한수학회지 Vol.35 No.3
A random vector X on $R^{d}$ with the following properties is constructed: the distribution of X is infinitely divisible and not selfdecomposable, but every linear transformation of X to a lower-dimensional space has a selfdecomposable distribution.