Hi all,
Please could someone help us in this problem. We would like to know how
to construct the following likelihood:
Y | beta, z,sigma,alpha,q,s =
f_N^NT(delta | V beta- Dz, sigma^2 I_NT)* prod_(i,t) f_D^(p-1)(eta(i,t) |
s)* prod_(i,t,j)q^(1-(1/p))eta_(i,t,j)/y_(i,t,j)
where:
f_N^NT(delta |mu= V beta- Dz, var1=sigma^2 I_NT) denotes the p.d.f. of a
(NT)-dimensional Normal distribution with mean=mu, var=var1)
f_D^(p-1)(eta(i,t) | s) denotes the p.d.f. of a (p-1)-dimensional Dirichlet
distribution with parameter s.
Thanks in advance.
Juliana & Roseli.
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