- Problem 8 Which Of The Following Parametrizations Are Identifiable Prove Or Disprove A X1 X Are Independen 1 (25.31 KiB) Viewed 111 times
Problem 8. Which of the following parametrizations are identifiable? (Prove or disprove.) (a). X1,..., X, are independen
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Problem 8. Which of the following parametrizations are identifiable? (Prove or disprove.) (a). X1,..., X, are independen
Problem 8. Which of the following parametrizations are identifiable? (Prove or disprove.) (a). X1,..., X, are independent with X; N(; +0,0%) 0 = (01.02,...,ap, V, 02) (1) and Po is the distribution of X = (X1, +, X) (b). Same as (a) with a = (1, ... ,(p) restricted to {..):ģa- Σο} (2) (c). X and Y are independent N (o?) and N (12,0%),0 = (1/2) and we observe Y-X (a). Xvi = 1,...) = 1,..., bare independent with Xu No) where pij = 1 + i + 2;,0 = (1, ...,1,..., ., va?) and Po is the distribution of X11....X (e). Same as (d) with (01...., ap) and (.....) restricted to the sets where !_104 = 0 and 11; = 0