Howdy,

The Jan/Feb 2002 issue of the Skeptical Inquirer has
an article claiming that econometric studies are good
examples of bad thinking.  Though not yet posted
online, you can visit the web site at
www.csicop.org/si/ and the article is also mentioned
at the web site "Math Mistakes in the News,"
xocxoc.home.att.net/math/inthenews.htm.  Of course,
your local library will probably have a copy.

I actually browsed the article in the library.  It
focused on four areas of study: abortion & crime
rates; execution & crime rates; imprisonment & crime
rates; and guns & crime rates, specifically "More
Guns, Less Crime" for the last area of study.

Apart from wanting to draw the attention of economist
and economic sypathizers to this article, I also
wanted to prompt a discussion on the critique being
made.  Additionally, I wanted to ask if my response to
one particular line of argument was in fact a valid
one.

The line of argument I wish to address is not a new
one, especially in regards to the book "More Guns,
Less Crime."  The argument that is made is the
one-size-fits-all application of the fact that
correlation does not equal causation.  While this fact
is unambigiously true, I'm wondering if it is being
mistakenly applied to Lott's book.  

As I understood it, one of the great strengths of the
book was that it was an empirical verification of a
theory axiomatically built off plausable first
principles.  In other words, Lott looked at a number
of economic predictions that would result from more
people carrying concealed hand guns.  I can't recall
them all, but they were ones like: violent criminals
will substitute away from violent crimes to
non-violent ones; criminals capable of commuting to
states without concealed carry laws will do so; inter
alia.  These predictions were then verified by the
data.  

So rather than fishing through the data for
statistical relationships that may or may not be real,
Lott (and Mustard) were making theoritical predictions
and verifing them with real world data.  These two
practices, as I understand it, are significantly
different.  The first is not "scientifically" valid,
while the second is.

Hopefully my understanding of the issue is clear
enough for me to ask: am I correct?  If not, where
does my reasoning go astray?  Any assistance in
facilitating my understanding of the issues will be
greatly appreciated!

Please take the time to read the S.I. article. 
Normally it is a fine magazine.  Additionally, for
those professors on the list, it may make good
discussion material in your classes.

Best regards,
jsh

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