Dear all,
I am struggling with multicollinearity in my regression model. I omitted the variable in question, however, I cannot figure out why the multicollinearity exists.
The independent variables included are:
Share of consumer goods exports (CSH)
KOF index
Total Factor Productivity (TFP)
Dependent variables:
Manufacturing employment share
Real value-added share
Nominal value-added share
The situation is as follows:
I wanted to create an interaction term between CSH and the KOF index. However, when testing for multicollinearity, a correlation of 1.0 exists between the interaction term and CSH.
When I started to investigate the problem, I discovered that CSH and the interaction term correlate 1.0, regardless of which variables I included in the place of the KOF index for the interaction term (CSH and TFP, CSH and manufacturing employment share, etc.)
Is anyone familiar with such a situation and knows why this happens?
The data for the CSH is sourced from the Penn World Table 10.01 Trade Detail (Feenstra et al., 2015).
I am struggling with multicollinearity in my regression model. I omitted the variable in question, however, I cannot figure out why the multicollinearity exists.
The independent variables included are:
Share of consumer goods exports (CSH)
KOF index
Total Factor Productivity (TFP)
Dependent variables:
Manufacturing employment share
Real value-added share
Nominal value-added share
The situation is as follows:
I wanted to create an interaction term between CSH and the KOF index. However, when testing for multicollinearity, a correlation of 1.0 exists between the interaction term and CSH.
When I started to investigate the problem, I discovered that CSH and the interaction term correlate 1.0, regardless of which variables I included in the place of the KOF index for the interaction term (CSH and TFP, CSH and manufacturing employment share, etc.)
Is anyone familiar with such a situation and knows why this happens?
The data for the CSH is sourced from the Penn World Table 10.01 Trade Detail (Feenstra et al., 2015).
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