find the MLE of the iid random variables of uniform distribution $\displaystyle U(2\theta,3\theta) $ where $\displaystyle \theta>0$

Results 1 to 7 of 7

- Feb 25th 2010, 05:14 AM #1

- Joined
- Jan 2010
- From
- TAIWAN
- Posts
- 39

- Feb 25th 2010, 07:29 AM #2
Obtain the max of

$\displaystyle {1\over \theta^n}I(2\theta<X_{(1)}<X_{(n)}<3\theta)$

where those are order stats and the I is an indicator function.

I had thought there would be two competing solutions, but the answer is quite simple.

- Feb 25th 2010, 07:47 AM #3

- Joined
- Jan 2010
- From
- TAIWAN
- Posts
- 39

- Feb 25th 2010, 08:17 AM #4

- Feb 25th 2010, 08:52 AM #5

- Joined
- Jan 2010
- From
- TAIWAN
- Posts
- 39

- Feb 25th 2010, 04:30 PM #6

- Feb 25th 2010, 09:06 PM #7

- Joined
- Jan 2010
- From
- TAIWAN
- Posts
- 39