For the tough [Surveys]
Hi all,
to round this off, can it be mathematically proven that upper type 1 error asymptotes exist for any level of common alpha smaller than 1?
I bet that should be possible, too. I'd love to see how. I imagine that to deliver the proof one would have to one way or another get aorund to Owen's Q and non-central t. So I am very certain that would improve yours truly's understanding of statistics for BE.
to round this off, can it be mathematically proven that upper type 1 error asymptotes exist for any level of common alpha smaller than 1?
I bet that should be possible, too. I'd love to see how. I imagine that to deliver the proof one would have to one way or another get aorund to Owen's Q and non-central t. So I am very certain that would improve yours truly's understanding of statistics for BE.
—
Pass or fail!
ElMaestro
Pass or fail!
ElMaestro
Complete thread:
- Riddle Helmut 2014-10-23 20:11
- Riddle nobody 2014-10-23 20:37
- Riddle Helmut 2014-10-23 20:58
- A wild guess ElMaestro 2014-10-23 22:47
- Partly solved Helmut 2014-10-23 23:08
- Partly solved ElMaestro 2014-10-23 23:19
- Partly solved Helmut 2014-10-23 23:27
- Partly solved ElMaestro 2014-10-23 23:37
- Partly solved Helmut 2014-10-24 00:20
- Solved? d_labes 2014-10-24 13:13
- 99 points! Helmut 2014-10-24 13:19
- For the toughElMaestro 2014-10-24 14:19
- For the tough ones Helmut 2014-10-24 14:54
- 99 points! nobody 2014-10-24 14:25
- 99 points! Helmut 2014-10-24 15:01
- For the toughElMaestro 2014-10-24 14:19
- 99 points! Helmut 2014-10-24 13:19
- Solved? d_labes 2014-10-24 13:13
- Partly solved Helmut 2014-10-24 00:20
- Partly solved ElMaestro 2014-10-23 23:37
- Partly solved Helmut 2014-10-23 23:27
- Partly solved ElMaestro 2014-10-23 23:19
- Partly solved Helmut 2014-10-23 23:08
- Riddle nobody 2014-10-23 20:37