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You have collected data for a cross-section of countries in two time periods, 1960 and 1997, say. Your task is to find the determinants for the Wealth of a Nation (per capita income)and you believe that there are three major determinants: investment in physical capital in both time periods (X1,T and X1,0), investment in human capital or education (X2,T and X2,0), and per capita income in the initial period
(Y0). You run the following regression:
ln(YT)= β0 + β1X1,T + β2X1,0 + β3X2,T + β4X1,0 + ln(Y0)+ uT
One of your peers suggests that instead, you should run the growth rate in per capita income over the two periods on the change in physical and human capital. For those results to be a parsimonious presentation of your initial regression, what three restrictions would have to hold? How would you test for these? The same person also points out to you that the intercept vanishes in equations where the data is differenced. Is that correct?
Owns
To possess something as property; having legal rights or title to an object, land, or intellectual property.
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A documented arrangement between parties that outlines terms and conditions and is legally enforceable.
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A lawful business structure operated by two or more people, who are both responsible for managing the business and sharing its earnings.
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A special type of corporation in the United States that meets specific Internal Revenue Service criteria and elects to be taxed as a pass-through entity, avoiding double taxation on corporate income.
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