I am trying to estimate the treatment effect of debt forgiveness on investment using difference-in-differences (DID) estimator. My code looks like this:
where i is investment rate (outcome variable), report year = (2011, 2012, 2013, 2014), treatment is equal to 1 for firms that experience debt forgiveness in 2013 (treatment group) and 0 otherwise, t is equal to 1 for post-treatment period (2013, 2014) and 0 otherwise. I will also use control variables that I are usually used in investment equations but for know I abstract from them.
I am not sure which firms to include in control group? Since I try to estimate how improvement in financial situation of financially distressed firms effects investment, I was thinking to include firms that are illiquid (current ratio smaller then 0.6) or insolvent (tenure ratio bigger than 1) in 2012, but this criterion seems arbitrary so I would like to know what would be more systematic approach? My treatment group have 200 firms and control group can be chosen from all other firms in the country (sample of around 50.000 firms).
I suppose one approach is to use propensity score matching, but I am not sure how to apply it when I have fixed effects model (with multiple time periods).
Code:
xtreg i treatment i.reportyear treatment##t, fe
I am not sure which firms to include in control group? Since I try to estimate how improvement in financial situation of financially distressed firms effects investment, I was thinking to include firms that are illiquid (current ratio smaller then 0.6) or insolvent (tenure ratio bigger than 1) in 2012, but this criterion seems arbitrary so I would like to know what would be more systematic approach? My treatment group have 200 firms and control group can be chosen from all other firms in the country (sample of around 50.000 firms).
I suppose one approach is to use propensity score matching, but I am not sure how to apply it when I have fixed effects model (with multiple time periods).
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