Hi Simone,
Just to be clear, the case priors are not implemented in Amelia II.
It's a feature that we planned on putting in, but it kept getting
pushed back. We're planning on disabling the "case priors" button.
Having said that, Gary's advice is right on. Adding a dummies for
groupings of cases that makes sense for your application. That might
be regions or trade partners or strategic allies.
good luck,
matt blackwell.
On Tue, Jun 17, 2008 at 8:02 PM, Gary King <king(a)harvard.edu> wrote:
SIMONE S DIETRICH wrote:
Hi.
I am trying to figure out two issues on Amelia II:
1) How to determine the q-order polynomials: The software allows one to
specify between 0-3. Since I am mostly interested in cross-section shifts,
setting it to 0 is not an option. But how would I determine to which order
I'd set them to? Also: in the Honacker and King (2006) article on missing
values LOESS or spline basis functions are recommended. Does Amelia II offer
insights about these two techniques as well?
i'd start with the lower order polynomials and see whether they fit. there
are some examples of fit in the paper and some diagnostics in the program.
2) How to set the case prior efficiently: I have 135 developing countries
in my data and would like to use a case prior to identify existing
similarities/differences between countries. Theoretically it makes sense to
group the countries by region/sub-region in terms of their similarity. Is it
possible to identify countries' similarities by regions/sub-regions rather
than making pairwise assessments? Also: the above-mentioned Honacker and
King (2006) article talks about observational priors but does not discuss
the advantages/drawbacks of case priors. Could you help me out here?
not sure what you mean by 'case' priors. but you might want to consider
adding in fixed effects for regions, which might get you what you want.
otherwise you can set the priors on individual cell values if you like.
Best of luck with your research,
Gary
---
http://gking.harvard.edu
I look forward to your response.
Thanks very much!
Simone Dietrich
Ph.D. Candidate
The Pennsylvania State University
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