Glen,

Why would that data concern you when I have already said that it should not
work with CR? You are claiming to be a scientist but you present fraudulent
tests. Way back in 1986 I explained that the causes should be uniform in
their generation of the effect. Normally sampled causes are truncated. They
are as crazy as normally distributed cell sizes in ANOVA. But you create a
bogus test that is certain to fail and to NOT test CR according to its
assumptions. Perfect correlation is a confound. Did you inspect the tables
in my 1991 article that showed that after the correlation passes about .95,
CR can not work. A few days ago I called you on your fraudlent test and you
said I was lying about your motives. What are you motives?  What explains
you trying to interpret a test that is  illegitimate from the start.  This
is not science. Its is propaganda.  If you want to test CR, then do it
right. First test the model I use to define the method. See if I am
cheating? See if it is as obvious as Gottfried says it is? Then comment on
what is implied by the logic and the simulations. Then using reason instead
of propaganda and insinuation, explain why you think CR does not work. Then
do the simulations, Then try out survey data and tea leaves.  The surey data
is the problem. We do not know what to make of it. It should not be used as
the criterion.  Is milae confounded with gasoline conservation policies?
Would the conservation policies cause  the manufactures to use different
sorts of engines, bodies etc?  Its tea leaves when the measures are not done
well, so that confounds are removed and convenience samples are not allowed
to dictate government policies, economics, and what ever you do for a
living.

NEXT... when you have bothered to see the obvious, test the boundaries.
Cchallenge the logic.  Admit the limitations of your tests and explain the
reason for contriving them in the manner that you do.  Were you even
trainned as a scientist?  Consider what you have done. You created a test
that CR is not SUPPOSED to pass. Its like asking a political opponent if he
has ever had passionate thoughts about a woman other than his wife. What
ever he says, you can win votes. When CR fails your test, you conclude
something along the lines of what you have been saying thus far. Do you know
the meaning of the word Sophistry?

Let me ask you some questions. Try to answer them. If you can not then
explain why. If you can but do not wish to explain, please stay out of this
conversation. If you can not be a scientist, then go  somewhere else to
smirk and show your ignorance.

1.  Let x1 and x2 be uniformly sampled random variables.  Does it make sense
why I say "sampled" instead of distributed?  Distributions can be a function
of many different things, many of which are circumstantial.  When an
experimenter collects equal numbers of observations per combination of a
factorial anova, she samples uniformly. She does not simply let the
randomness of nature decide the distribution. Do you have problem with this
idea of scientific sampling for causal inference? Do you acknowledge that
many disciplines have progressed by using such sampling?

2. Does it surprise you that larger values of y tend to occur with random
pairings of large x1 and large x2 values?  Let there be a range for x1 and
x2 from 1 to 10. When we pair x values of 5 and 5 we get a y value of 10
(mid range). When we pair x values of 10 and 10 we get a  y value of 20
(pretty darn big). When we pair x values of 0 and 0 we get a y value of 0
(tiny).  Thus the very large and very small values of y tend to correspond
to those random or crossed occassions when both very large and very small
values of x1 and x2 are paired with similarly large and small values.  This
means that in the extremes of y, x1 and x2 are correlated. Big x1 goes with
big x2. Little x1 goes with little x2. Thus, ergo, therefore, x1 and x2 are
correlated in the extremes of y BECAUSE y is determined by the values of x1
and x2. Gottfried (but no one on semnet at first)  thought this was obvious.
Do you see it.


3. Do you see that if we combine very different values of x1 and x2,
randomly, then their sum will be in the middle of the y range. They will
cancel one another out to the midrange of y.  Do you see this? Do you see
that with a group of x1s and x2s from the middle of y, the x1s and x2s will
tend to be different and thus negatively correlated?  Do you see this? Do
you see there is a logical relationship between the x and y variables. The
relationship is asymmetrical. X variables determing y variables. Y variables
do not determine X variables but they reveal the x variables that are by
definition latent in their y structure. Scholars are both intelligent and
educated. There are uneducated but intelligent people. There are also
educated and unintelligent people. Scholarship implies both intelligence and
education. Neither intelligence or education imply academic scholarship.
Intelligence and education are not enough  to be a scholar but they are
essential. Along with motivation, opportunity, a love for truth,
intelligence, education.... scholarship gains its definition... its
instantiation.. its causation from the combination of x1 and x2. Do you
understand this?


Do you understand how unethical it is for the journal of Structural Equation
Modeling to accept a paper, to forbid my sharing it for three years, and
then to drop it for political reasons is?  You feel any duty to complain
about this? Do you read books published by Lawrence Erlbaum? Why do you
trust them?

Bill


"Glen Barnett" <[EMAIL PROTECTED]> wrote in message
news:almlf7$g34$[EMAIL PROTECTED]...
>
> Simon, Steve, PhD <[EMAIL PROTECTED]> wrote in message
> news:E7AC96207335D411B1E7009027FC284902A9B24F@EXCHANGE2...
> > I was out of the office for a week, so I missed out on most of this
> > discussion. Can I inquire what happened when Corresponding Regressions
(CR)
> > was applied to the test data sets that Glen Barnett supplied?
>
> I will post answers soon, but I want to give William a chance to look
first.
>
> Glen
>



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