Re: observations in different scales
From: Sergey Tarima (stari_at_ms.uky.edu)
Date: 07/10/04
- Previous message: Alan Miller: "Re: Two intersecting gaussians?"
- In reply to: John Uebersax: "Re: observations in different scales"
- Messages sorted by: [ date ] [ thread ]
Date: Sat, 10 Jul 2004 01:29:46 +0000 (UTC)
John and Richard:
You both right that I have to use subject specific information.
But my original objective was to find THE methods capable to make
estimation based on independant observations over only ONE random
variable (in my case this variable is the number events). The problem
of these observations was that one part of them measured exactly
(answers from 0 to 96) but the other part know in form of indicator
functions ("0" or "1+").
Look at the following manuscript (we submitted it 4 months ago,
but didn't get response yet; probably we will need to make some
corrections; I hope minor ones)
http://www.ms.uky.edu/~stari/TarimaPavlov.pdf
In section 4 of this manuscript an estimator based on such
observations was proposed. This estimator is asymptotically unbiased
with the smallest variance and, moreover, this estimator is a
well-known Kaplan-Meier one but derived not by means of profile
likelihood approach but throught the other considerations.
What I am trying to do now is to provide a comparative analysis of
this estimator with ... (I do not know which methods should be
considered).
The example I suggested is just one of possible applications for the
methodolgy described in the manuscript.
I would greatly appreciate any opinions on
how the comparative analysis should be done.
With very best regards, Sergey Tarima.
- Previous message: Alan Miller: "Re: Two intersecting gaussians?"
- In reply to: John Uebersax: "Re: observations in different scales"
- Messages sorted by: [ date ] [ thread ]