Put something like
printf("1")
printf("2")
scattered throughout the program, to see which fragment breaks down.
It is very hard to tell just looking at your code where the problem
is. If that's a multinomial logit, why not use the official Stata
command?
On 8/13/08, Changwoo Lee <[email protected]> wrote:
> Hi all,
>
> I have two mata function code to use ml. one works but the other does not
> work. I wonder why the second code do not work.
> This is the part of my first function code with mata. When I use this code
> with ml, it works
>
> ******************************************
> y1 = *(findexternal("y1e"))
>
> st_view(xb1, ., xb1e)
>
> p0 = 1:/(1 :+ (exp(xb1 :+ rnd1)))
> p1 = p0:*exp(xb1 :+ rnd1)
> llogit = (1:-y1):* p0 :+ y1:*p1
>
> L = (rowsum(llogit))/S
> L=rowmax((L , J(N,1,smallestdouble())))
> vlnL = ln(L)
> ******************************************
>
> This is second one. Whenever I run ml with this function, the conformability
> error appear. Could you let me know any problem with that?
>
> ******************************************
> y1 = *(findexternal("y1e"))
> y21 = *(findexternal("y21e"))
> y22 = *(findexternal("y22e"))
> y23 = *(findexternal("y23e"))
>
> st_view(xb1, ., xb1e)
> st_view(xb21, ., xb21e)
> st_view(xb22, ., xb22e)
> st_view(xb23, ., xb23e)
>
> L1=st_numscalar(lambda1)
> L2=st_numscalar(lambda2)
> L3=st_numscalar(lambda3)
>
>
> p20 = 1:/(1 :+ (exp(xb21 :+ L1:*rnd1) + exp(xb22 :+ L2:*rnd1) + exp(xb23 :+
> L3:*rnd1)))
> p21 = p20:*exp(xb21 :+ L1:*rnd1)
> p22 = p20:*exp(xb22 :+ L2:*rnd1)
> p23 = p20:*exp(xb23 :+ L3:*rnd1)
> mnl = (1:-(y21+y22+y23)):* p20 :+ y21:*p21 :+ y22:*p22 :+ y23:*p23
>
> dd= (2:*y1:-1)
> mu = xb1 :+ rnd1
> logit = invlogit(dd:*mu)
>
> mnllogit = logit :* mnl
> L = (rowsum(mnllogit))/S
> L=rowmax((L , J(N,1,smallestdouble())))
> vlnL = ln(L)
> *******************************************
> Thanks,
> Changwoo Lee
> Ph.D Candidate in Economics
> Boston University
>
> *
> * For searches and help try:
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> * http://www.stata.com/support/statalist/faq
> * http://www.ats.ucla.edu/stat/stata/
>
--
Stas Kolenikov, also found at http://stas.kolenikov.name
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*
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