Re: Multinomial estimation in (non-random) subsets
From: George Kahrimanis (anakreon_at_hol.gr)
Date: 11/19/04
- Next message: Phil Sherrod: "Re: Surprising Pattern of Florida's Election Results"
- Previous message: saksan: "Re: Distribution of certain quadratic form"
- In reply to: Markus Mottl: "Multinomial estimation in (non-random) subsets"
- Messages sorted by: [ date ] [ thread ]
Date: Fri, 19 Nov 2004 19:45:27 +0200 To: Markus Mottl <markus@fichte.ai.univie.ac.at>
Marcus Mottl asked
>Does anybody know of a statistically sound and efficient way of
>incorporating the knowledge about the probability distribution of
>the total set to estimate a probability distribution of a (possibly
>biased) subset?
If you do not restrict what do you mean by "biased", we are totally
clueless on the pdf of the subset. E.g., you can model the actions
of the selector.
~ George Kahrimanis
- Next message: Phil Sherrod: "Re: Surprising Pattern of Florida's Election Results"
- Previous message: saksan: "Re: Distribution of certain quadratic form"
- In reply to: Markus Mottl: "Multinomial estimation in (non-random) subsets"
- Messages sorted by: [ date ] [ thread ]