Question: real, and complex pp. Conversely, a continuous, positive definite function on (-x, x) with 0-1 is a cf. This is Bochner's theorem 4 If F,

real, and complex pp. Conversely, a continuous, positive definite function on (-x, x) with 0-1 is a cf. This is Bochner's theorem 4 If F, 1sisk, are dfs on R', show that for any a in [-1.1], F(xx)= [1+T-FA), Fix is a df with the given marginal dis

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