7. Wasserman, Cap 8. Let X1, ... , Xn ~ Uniform (0,6). Let = Xmax = max {X1,...,xn). Generate a data set of size 50 with

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7. Wasserman, Cap 8. Let X1, ... , Xn ~ Uniform (0,6). Let = Xmax = max {X1,...,xn). Generate a data set of size 50 with

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7 Wasserman Cap 8 Let X1 Xn Uniform 0 6 Let Xmax Max X1 Xn Generate A Data Set Of Size 50 With 1
7 Wasserman Cap 8 Let X1 Xn Uniform 0 6 Let Xmax Max X1 Xn Generate A Data Set Of Size 50 With 1 (33.68 KiB) Viewed 57 times
7. Wasserman, Cap 8. Let X1, ... , Xn ~ Uniform (0,6). Let = Xmax = max {X1,...,xn). Generate a data set of size 50 with 6 = 1. Find the distribution of ô. Compare the true distribution of ô to 1 the histograms from the bootstrap. This is a case where the bootstrap does very poorly. In fact, we can prove that this is the case. Show that Pên = ân) = 0 and yet P (@ Ôn) .632. In fact, p (@= 0) = = 1 - (1 – (1/n))"
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