On Mon, 17 Mar 2003 16:21:45 GMT, Syrahz Derzai <[EMAIL PROTECTED]>
wrote:

>Kevin J <[EMAIL PROTECTED]> wrote:
>> > "plasma C level was found to be between Y and Z at X level
>> > of confidence" is not the information a confidence interval provides.
>
>>  Umm, you are wrong.  Ever notice how polling data is written?  It's a
>>  way of writing a CI, a way to write an interval calculated from sample
>>  data the includes the parameter with a preassigned level of
>>  confidence.  Meaning, in simple english that given say a 95% CI, there
>>  is a 95% chance the population parameter falls within the 95% CI
>>  calculated from the sample data.
>
>This is the heart of the problem. I sympathize with researchers who refuse 
>to calculate CIs, because 99% of the time it will be interpreted the same
>way you do. CI does not imply that the population parameter is between Y and
>Z with X probability. To make statements like this you would need to
>consider a prior parameter distribution and combine it with the likelihood
>of the data.

OK, technically, the 95% confedence interval refers to our confidence
in the procedure (the construction of the CI).  My understanding of
this was that 95 times out of 100, a 95% CI constructed from the
sample data will enclose the population parameter.  

I realize there is a distinction between saying this and saying that
there is a 95% chance that the population parameter will fall within a
_particular_ CI, but I had always thought this distinction very
slight.  It appears I am wrong.   Both of my stats texts do emphasize
that there is a distinction, but don't explain what the real world
impact of this is. Care to educate me?

I apologize for my previous attitude - it's an acceptable way of
posting in MFW, but I didn't see the cross-posts. Who cross-posted
this to a stats group?  :)

-- 
Kevin J

hi spambot, my e-mail adress was made especially for YOU!
.
.
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