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RE: British Election turnout - one of the lowest: Special case or
- Subject: RE: British Election turnout - one of the lowest: Special case or
- From: "DeRoeck, Rich" <RDeRoeck@alphaind.com>
- Date: Thu, 28 Jun 2001 11:17:23 -0400
>>Interestingly, Wheeler's constants (from
"Building Continual Improvement") generate narrower limits than does +/-
3stdev. I seem to recall Wheeler mentioning in the book that his reasoning
for using the constants (rather than sigma) is complex and likely difficult
to follow for someone who is not a statistician. Any DENizens who could put
the rationale in layman's terms?<<
Loren,
How was sigma calculated? Wheeler makes the important point that it's HOW
sigma is calculated (average or local dispersion statistic vs. a global or
overall calculation) that can effect the width of the process limits. He
writes, "Limits for measurements are always based upon the average or median
of a set of k dispersion statistics". The process limits will be inflated if
there are signals (assignable causes) in the data. For more on this subject
I recommend reading from his book "USPC" Chapter Nine, Section 9.2 XmR
Charts Done Right.
Hope this helps,
Rich DeRoeck
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