Hi Austin,
This code works except that it produces missing values for d starting
from firm number 5918, despite the fact that y and x are availables. I
thought it was a memory problem, so I set the memory to 850m, but I
still get missing values. Does it mean that I have to run the code for
different subsamples?
Thanks.
Erasmo
On Fri, May 9, 2008 at 2:04 PM, Austin Nichols <[email protected]> wrote:
> Erasmo--this problem seems constantly to have a "new" wrinkle. Try this:
>
> clear
> input firm year y x
> 1 1980 20 23
> 1 1981 22 34
> 1 1982 20 19
> 1 1984 22 34
> 1 1985 20 19
> 1 1986 28 34
> 1 1987 30 19
> 1 2004 33 48
> 1 2005 30 45
> 1 2006 35 50
> 2 1980 15 23
> 2 1981 55 34
> 2 1982 29 19
> 2 1983 15 23
> 2 1984 55 34
> 2 1985 29 19
> 2 1986 28 34
> 2 1987 30 19
> end
> su year, meanonly
> loc ny=r(max)-r(min)+1
> loc fy=r(min)
> tempfile allyrs
> preserve
> drop _all
> set obs `ny'
> g year=`fy'+_n-1
> save `allyrs'
> restore
> append using `allyrs'
> fillin firm year
> drop if mi(firm)
> tsset firm year
> sort firm year
> g double d=.
> qui forv i=3/`=_N-2' {
> loc f=`i'-2
> loc l=`i'+2
> if firm[`f']==firm[`i'] & firm[`l']==firm[`i'] {
> cap reg y year in `f'/`l' if firm==firm[`i']
> if _rc==0 {
> if e(N)>2 {
> predict double ye if e(sample), resid
> reg x year in `f'/`l' if firm==firm[`i']
> predict double xe if e(sample), resid
> reg ye xe
> replace d=_b[xe] in `l'
> drop ye xe
> }
> }
> }
> }
> li, noo sepby(firm)
>
> On Fri, May 9, 2008 at 11:58 AM, Nick Cox <[email protected]> wrote:
> > The -fillin- does not work as you hoped because _no_ observations exist
> > anywhere for years 1988-2003. -fillin- rectangularises, rather than
> > "fills in"!
> >
> > You'd need to fix that by hand by explicitly adding some observations
> > with those years but missings otherwise. However, for the example data
> > given here, that sounds futile if I understand what is being tried, as
> > your gap is too big to be bridged, anyway.
> >
> > Erasmo Giambona
> >
> > Sorry Austin. Here are the codes and outputs for my questions 1 and 2.
>
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