Suppose that a random sample of sizen is taken from a Poisson distribution for which the value of the mean e is unknown, and the prior distribution of e is a gamma distribution for which the mean is...


Suppose that a random sample of sizen is taken from a Poisson distribution for which the value<br>of the mean e is unknown, and the prior distribution of e is a gamma distribution for which the<br>mean is Po. Show that the mean of the posterior distribution of e will be a weighted average<br>having the form Y,X, + (1– Yn)Ho, and show that yn →1 as n- *.<br>

Extracted text: Suppose that a random sample of sizen is taken from a Poisson distribution for which the value of the mean e is unknown, and the prior distribution of e is a gamma distribution for which the mean is Po. Show that the mean of the posterior distribution of e will be a weighted average having the form Y,X, + (1– Yn)Ho, and show that yn →1 as n- *.

Jun 11, 2022
SOLUTION.PDF

Get Answer To This Question

Related Questions & Answers

More Questions »

Submit New Assignment

Copy and Paste Your Assignment Here