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In article <9qrjkc$buq$[EMAIL PROTECTED]>,
David B <[EMAIL PROTECTED]> wrote:
>When the exogeneous variable is an integrated process, standard procedures
>are not valid (spurious regression).
>
>However, if you consider the exogeneous variable as determined (non
>stochastic), regression procedure
Hi all
This is probably a very silly question, but please answer anyway.
I have read tons of material describing how the degrees of freedom is
calculated when doing a chi2 analysis for at simple crosstabulation, so
I think I know the formula.
But could anyone please tell me, WHY the degrees of f
When the exogeneous variable is an integrated process, standard procedures
are not valid (spurious regression).
However, if you consider the exogeneous variable as determined (non
stochastic), regression procedures work again.
My interpretation is that regression procedures are always valid sinc
