Jo had this problem with her third-world data, which is a panel with
unequally spaced waves. Monica suggested
replace time2 = 1 if d73 == 1 ;
replace time2 = 2 if d78 == 1 ;
replace time2 = 3 if d83 == 1 ;
replace time2 = 4 if d88 == 1 ;
replace time2 = 5 if d93 == 1 ;
replace time2 = 6 if d98 == 1 ;
tsset panchayat time2 ;
While this will technically work, one should be VERY careful. Given
that Jo's observations differ in their timing by two years (86, 88, ...
96), [as opposed to Monica's, which appear to be quinquennia] keep in
mind that the xtabond estimator is based on differencing the time
series (which is why there were 'no observations' -- a biannual series
on an annual calendar has no defined first differences). Creating a
time variable in which t+1 = 2 years down the road is fine, but you
want to be very careful not to interpret any findings in 'per annum'
terms, since for this dataset one unit of time = 2 calendar years. For
instance, if anything in the model ends up being an estimate of a
growth rate, it should be decompounded to annual for comparison.
