Hi everyone,
I am running a fixed-effects regression on a panel data set spanning the years 2003-2013. I would like to know how the impact of the explanatory variables on my DV changes between time period 1 (2003-2008) and time period 2 (2009-2013). So far I have generated two time series dummies (time1=1 if the observation is from 2003-2008 and 0 otherwise while time2=1 if the observation is from 2009-2013 and 0 otherwise) and then interacted each with every explanatory variable. Then I put all of those interacted variables in the model. This gives me:
DV= β0 +β1(time1*variableA) + β2(time2*variableA) + β3(time1*variableB) + β4(time2*variableB)... + βx2003… βy2013 + µ
Is this a statistically valid way to specify my regression model?
I am running a fixed-effects regression on a panel data set spanning the years 2003-2013. I would like to know how the impact of the explanatory variables on my DV changes between time period 1 (2003-2008) and time period 2 (2009-2013). So far I have generated two time series dummies (time1=1 if the observation is from 2003-2008 and 0 otherwise while time2=1 if the observation is from 2009-2013 and 0 otherwise) and then interacted each with every explanatory variable. Then I put all of those interacted variables in the model. This gives me:
DV= β0 +β1(time1*variableA) + β2(time2*variableA) + β3(time1*variableB) + β4(time2*variableB)... + βx2003… βy2013 + µ
Is this a statistically valid way to specify my regression model?
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