Characterizing the distributions of three independent \(n\)-dimensional random variables, \(X_ 1,X_ 2,X_ 3\), having analytic characteristic functions by the joint distribution of \((X_ 1+X_ 3, X_ 2+X_ 3)\) (Q2538594)

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Characterizing the distributions of three independent \(n\)-dimensional random variables, \(X_ 1,X_ 2,X_ 3\), having analytic characteristic functions by the joint distribution of \((X_ 1+X_ 3, X_ 2+X_ 3)\)
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    Characterizing the distributions of three independent \(n\)-dimensional random variables, \(X_ 1,X_ 2,X_ 3\), having analytic characteristic functions by the joint distribution of \((X_ 1+X_ 3, X_ 2+X_ 3)\) (English)
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    1970
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    probability theory
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