Herman Rubin wrote:
> 
> In article <[EMAIL PROTECTED]>,
> Jerry Dallal  <[EMAIL PROTECTED]> wrote:
> >Herman Rubin wrote:
> 
> >> If you, and your students, want to understand statistics,
> >> do not start them out with ANY statistical procedures
> >> until they understand probability (NOT how to calculate
> >> probabilities) as well as evaluation of consequences and
> >> probability modeling.
> 
> >For some unknown reason, today it struck me that if students
> >*really* understood probability, there would be a period not
> >survived by many that would begin with their asking, "Well, then,
> >why go on?"
> 
> In a sense you can say that this is correct; if someone in
> another field understands probability, probability modeling,
> and the evaluation of consequences, a properly formulated
> problem needs nothing more than calculation, assuming that
> it is known how to calculate for that problem.

In truth, I was seeing the cup as half-empty rather than half-full. 
My concern was that seeing how approximate probability models often
are, one might be tempted to abandon statistical methods entirely!
.
.
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