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st: Re: Two postings to SSC
I should like to make you aware of two statistical commands that Kit
was kind enough to place on the SSC website for me. One was placed
several weeks ago, the other yesterday.
TPOISSON - truncated Poisson regression
Program allows one to left or right truncate the response of a
Poisson model, or truncation can be
made to both sides in the same model. Full Stata maximum
likelihood options are available; eg survey,
bootstrap, etc
CPOISSONE - censored Poisson (econometric parameterization)
Program allows both left and right censoring of a Poisson model,
or censoring can be made to both
sides in the same model. I differentiated between two types of
censored Poisson models in my
book, "Negative Binomial Regression" (2007, Cambridge University
Press).
In the mid 1990s I wrote a censored Poisson as a SAS macro
(still published on the SAS Library site),
then a year later Dean Judson and I wrote a censored Poisson for
the Stata Technical Bulletin. I later
revised it, and did so again in 2005. That version of a censored
Poisson let any observation value be
censored, and was parameterized as censoring occurs in survival
models. This differs from the
parameterization that has been common in econometric literature,
where censoring occurs only at the
tails of the response distribution. That is, left censoring,
like left truncation, can occur at time=3, with
all observations below 3 being censored. Likewise for right
censoring; all values over a specified cut
point are censored. It is similar to truncation, except that it
differs on how censored observations are
valued. In econometric censoring, censored values are recorded
as the value of the cut point.
In truncation, the truncated values are dropped from
contributing to the model, but the LL function is
adjusted to still sum to 1.
The previous survival parameterization of censored Poisson is on the
SSC site as CPOISSON. The econometric parameterization of censored
Poisson is CPOISSONE, and truncated Poisson is TPOISSON. I am planning
to prepare econometric parameterized censored negative binomial and
truncated negative binomial commands next. I already have a survival
censored negative binomial on SSC called CENSORNB, posted in 2005.
Joseph Hilbe
[email protected]
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