📄 _crcshdr.ado
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*! version 1.2.1 01apr2005
program define _crcshdr
version 6.0
#delimit ;
di in gr _n "`e(title)'" _col(49) "Number of obs"
in gr _col(68) "="
in ye _col(70) %9.0g e(N) ;
di in gr "`e(title2)'"
in gr _col(49) "Censored obs"
in gr _col(68) "="
in ye _col(70) %9.0g e(N_cens) ;
di in gr _col(49) "Uncensored obs"
in gr _col(68) "="
in ye _col(70) %9.0g e(N) - e(N_cens) ;
local chifmt = cond(e(chi2)<1e+6,"%9.2f","%9.2e") ;
if !missing(e(df_r)) { ;
di in gr _n _col(49) "F(" %4.0f in ye e(df_m)
in gr ","
in ye %7.0f e(df_r)
in gr ")"
in gr _col(68) "="
in ye _col(70) %9.2f e(F) ;
} ;
else if "`e(chi2type)'"=="Wald" & missing(e(chi2)) { ;
di in smcl _n _col(49)
"{help j_robustsingular##|_new:Wald chi2(`e(df_m)'){col 68}= }"
in ye _col(70) `chifmt' e(chi2) ;
} ;
else { ;
di in gr _n _col(49) "`e(chi2type)' chi2(" in ye e(df_m)
in gr ")"
in gr _col(68) "="
in ye _col(70) `chifmt' e(chi2) ;
} ;
if "`e(ll)'" != "" { ;
local crtype = upper(substr(`"`e(crittype)'"',1,1)) + /*
*/ substr(`"`e(crittype)'"',2,.) ;
if !missing(e(df_r)) { ;
di in gr "`crtype' = " in ye %9.0g e(ll)
in gr _col(49) "Prob > F"
in gr _col(68) "="
in ye _col(73) %6.4f
Ftail(e(df_m),e(df_r),e(F))
_n ;
} ;
else { ;
di in gr "`crtype' = " in ye %9.0g e(ll)
in gr _col(49) "Prob > chi2"
in gr _col(68) "="
in ye _col(73) %6.4f chiprob(e(df_m),e(chi2))
_n ;
} ;
exit ;
} ;
if !missing(e(df_r)) { ;
di in gr _col(49) "Prob > F"
in gr _col(68) "="
in ye _col(73) %6.4f
Ftail(e(df_m),e(df_r),e(F))
_n ;
} ;
else { ;
di in gr _col(49) "Prob > chi2"
in gr _col(68) "="
in ye _col(73) %6.4f chiprob(e(df_m),e(chi2)) _n ;
} ;
#delimit cr
end
exit
----+----1----+----2----+----3----+----4----+----5----+----6----+----7----+----8
Heckman selection model Number of obs =
Censored obs =
Uncensored obs =
Wald chi2(2) = 0.61
Log likelihood = -66.372364 Prob > chi2 = 0.7382
----+----1----+----2----+----3----+----4----+----5----+----6----+----7----+----8
Heckman selection model Number of obs =
Censored obs =
Uncensored obs =
Wald chi2(2) = 0.61
Log pseudo likelihood = -66.372364 Prob > chi2 = 0.7382
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