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Re: st: interpretation of interaction terms
Thank you, Jose. This is very helpful.
Shehzad
On Dec 16 2008, Jose de Sousa wrote:
Wooldridge Introductory Econometrics
Sorry for the misspelling.
Best
Jose
Thanks, Rene and Dave. Semi-elasticity explanation makes good sense.
Please feel free to share any references if you get a chance.
Thanks for your help.
Shehzad
On Dec 15 2008, René Geppert wrote:
In an all linear specification, regression coefficients are usually
interpreted as marginal effects.
Accordingly, in a log-log-specification, regression coefficients
can be thought of elasticities.
And for a lin-log-model, hence, the coefficient represent something
like semi-elasticities.
-René
David Airey schrieb:
Yes, but I think the basic understanding or interpretation of
regression coefficients for continuous or binary variables is not
altered when a variable has been log transformed. It is true that
interactions can be present or absent depending on whether or not
a variable has been transformed, because interactions are scale
dependent.
-Dave
On Dec 14, 2008, at 7:31 PM, Shehzad Ali wrote:
Hi,
Could someone please help me interpret the following:
1. Coefficient on an interaction term for a dummy and
log-transformed variable in an OLS model when the dependent
variable is in natural units or is also log-transformed
2. Coefficient on an interaction term for an untransformed
continuous and log-transformed variable in an OLS model when the
dependent variable is in natural units or is also log-transformed
3. Coefficient on an interaction term between a dummy and
log-transformed variable in a probit regression
Thank you,
Shehzad
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