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st: Re: saving memory local vs usual variable

From   Kit Baum <[email protected]>
To   [email protected]
Subject   st: Re: saving memory local vs usual variable
Date   Wed, 8 Oct 2008 08:22:46 -0400

< >
Eva is correct. Two objects that differ by 10^-16 are not identical. The point I was making that in practice one can usually consider them to be so. From a computer science standpoint, as I indicated earlier, scalars hold their contents in binary and avoid conversion to and from string form (which is what lives in a macro). In practice one should never test something that is held as a real number for equality, as many Stata FAQs and Stata Tips suggest. But my original point is that storing something as a macro---for instance, a regression coefficient, held internally with ~15-digit accuracy---will be just about as accurate as storing it as a scalar. Yes, the macro version will be an approximate representation, but most of us don't sweat getting the 15th digit right. As was once said (by Norbert Weiner to John von Neumann, I recall) "Economics is a one or two digit science".

Kit Baum, Boston College Economics and DIW Berlin
An Introduction to Modern Econometrics Using Stata:

On Oct 8, 2008, at 02:33 , Eva wrote:

thank you for your reply. I have in front of me my old NetCourse 152
(Stata 8!) which says:
"Scalars give us a way of obtaining a perfect binary copy of the
binary number in ...".

Later on, it says: "In short, you must use scalars if you plan to
obtain a value from the data and then, later, test the data for exact
equality with that value. In all other cases, use scalars when you
need greater accuracy."

And here is an example showing that the local macro is not the same as
the scalar. Am I misunderstanding something completely?


. sysuse auto, clear
(1978 Automobile Data)

. replace foreign = 1.10101 if foreign==0
foreign was byte now float
(52 real changes made)

. replace foreign = 1.20101 if foreign==1
(22 real changes made)

. sum foreign

   Variable |       Obs        Mean    Std. Dev.       Min        Max
- ------------- +--------------------------------------------------------
    foreign |        74     1.13074    .0460189    1.10101    1.20101

. local min = r(min)

. scalar Min = r(min)

. count if foreign==`min'

. count if foreign==Min

. di `min' - Min
- -2.220e-16

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