Can a 3D joint distribution be reconstructed by 2D marginals? – stats.stackexchange.com

Can a 3D joint distribution be reconstructed by 2D marginals? – stats.stackexchange.com

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Suppose we know p(x,y), p(x,z) and p(y,z), is it true that the joint distribution p(x,y,z) is identifiable? I.e., there is only one possible p(x,y,z) which has above marginals?

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