Characterization of distributions by the identical distribution of linear forms
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Publication:5541026
DOI10.2307/3212133zbMath0158.18504OpenAlexW2331536453MaRDI QIDQ5541026
Publication date: 1966
Published in: Journal of Applied Probability (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.2307/3212133
Related Items (13)
Characterizing the Gaussian distribution by stochastic properties of linear forms ⋮ Some remarks on the application of Diophantine approximations for finding estimations of stability ⋮ A note on characterizations of multivariate stable distributions ⋮ Characterization of populations by identically distributed linear statistics ⋮ Stability of a characterization by the identical distribution of linear forms ⋮ Every symmetric weakly-stable random vector is pseudo-isotropic ⋮ Solution to a functional equation and its application to stable and stable-type distributions ⋮ On the stability of Eaton's characterization by the properties of linear forms ⋮ On norml characterizations by the distribution of linear forms, assuming finite variance ⋮ On Bosch's Characterization of the Exponential Distribution Function ⋮ Sub-Independence: An Expository Perspective ⋮ Stability of characterization of Weibull distribution ⋮ Semi - α - laplace distributions
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