On Tue, 30 Apr 2013 13:30:00 -0700 (PDT), khacker
<
kenneth...@gmail.com> wrote:
>I heard a guest lecture today on research methods and the expert
argued that you cannot find causality in any other way other than
doing experiments. This removes the possibility, if he is correct,
for finding causality with survey data or statistical procedures like
path analysis. I would like to know if this argument is generally
accepted by statisticians. Thanks in advance for information on this
subject.
>
>
He's wrong. So was Plato, at the other extreme, who
argued that you only know Truth by analyzing - in your
mind - the behavior and interaction of ideal forms.
Statisticians are often more aware of the weakness
of some particular *statistical* inference than are
folks who tend to take p-values on faith. But your
lecturer seems to have suggested that there should
be widespread nihilism, which is something that I'm not
aware of. I suspect that, overall, statisticians are like
everyone else, in being too willing to accept much that is
insufficiently demonstrated. We believe what we want
to believe.
Your statement about "doing experiments" would
seem to put a severe limit on, say, astro-physicists
who project rather detailed histories of the cosmos.
They do a *whole* lot extrapolation from a small number
of physical facts and formulas.
For comments with relevance to epidemiology and social
science, you can read the Wikip entry on "Bradford Hill
criteria." That is what led to the wide consensus on
tobacco, in the 1960s. Just about nothing is going to be
formally, widely accepted when based only on a single
survey or path analysis. - Everybody gets to argue for
their own omitted-factor or mitigating circumstance.
Earlier than Bradford Hill, Paul Meehl had written in 1955 about
relying on a "nomological net" with at least some reference
to inference.
--
Rich Ulrich