dennis roberts wrote:
>
> At 12:56 PM 1/17/01 -0400, Robert J. MacG. Dawson wrote:
>
> > The testing example is not a stationary process,
>
> well, does this mean that NO testing example when there is a less than
> perfect r between the two sets of "test" measures ... would qualify for
> being a context in which to illustrate RTM?
Not at all. If there's a perfect r you _won't_ see regression to the
mean! What it means is that not everything which expands or compresses
the ends of a distribution is RTM.
-Robert
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- Re: regression to the mean Elliot Cramer
- Re: regression to the mean Bob Wheeler
- Re: regression to the mean Elliot Cramer
- Re: regression to the mean dennis roberts
- Re: regression to the mean J. Williams
- Re: regression to the mean Robert J. MacG. Dawson
- Re: regression to the mean dennis roberts
- Re: regression to the mean Paul R Swank
- Re: regression to the mean Robert J. MacG. Dawson
- Re: regression to the mean dennis roberts
- Re: regression to the mean Robert J. MacG. Dawson
- Re: regression to the mean dennis roberts
- Re: regression to the mean Paul R Swank
- regression to the mean
- Re: regression to the mean dennis roberts
- Re: regression to the mean J E H Shaw
- Re: regression to the mean Rich Ulrich
- Re: regression to the mean Herman Rubin
