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26 Use Theorem 6.6.5 to establish that, given a sample X1,...,Xn, the following statistics are minimal sufficient. Statistic Distribution n(0, 1) ganıma(a, B), a known uniform(0, 0) Cauchy(8, 1) logistic(, B) (a) (b) ΣΧ max X; (d) X(1), ...,X(n) (e) X(1),...,X(n)

26 Use Theorem 6.6.5 to establish that, given a sample X1,...,Xn, the following statistics are minimal sufficient. Statistic Distribution n(0, 1) ganıma(a, B), a known uniform(0, 0) Cauchy(8, 1) logistic(, B) (a) (b) ΣΧ max X; (d) X(1), ...,X(n) (e) X(1),...,X(n)

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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6.26 Use Theorem 6.6.5 to establish that, given a sample X1,..., Xn, the following statistics are minimal sufficient. Statistic Distribution n(0, 1) gamma(a, B), a known uniform(0,0) Cauchy(0, 1) logistic(u, B) (a) (b) ΣΧ max X; (d) X(1),..., X(n) (e) X(1), ...,X(m)
Transcribed Image Text:6.26 Use Theorem 6.6.5 to establish that, given a sample X1,..., Xn, the following statistics are minimal sufficient. Statistic Distribution n(0, 1) gamma(a, B), a known uniform(0,0) Cauchy(0, 1) logistic(u, B) (a) (b) ΣΧ max X; (d) X(1),..., X(n) (e) X(1), ...,X(m)
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