(Enter summary)
Abstract: this technical claim is that in order to
find all positive integrable functions that satisfy Eq. 9,
it is permissible to take any derivative at any point in
the domain because it exists.
By setting z ij = 1=k, for all i and j, in Equation
9 we get that f 0 (y 1 ; : : : ; y n\Gamma1 ) is proportional
to (Update)
Context of citations to this paper: More
.... of Conjugacy: Dawid s response to [LS88] Continuous Belief Function Densities: WD94b] WD94a] others: AFS94] KSC84] GH94a] GH95a] Ken86] 1.10 Philosophical Issues 1.10.1 Causality and Control refs: Pea88a] Pea94b] Pea94a] Pea95b] Pea95a] SGS93] DS93]...
...Namely, the parameter distributions before and after data are seen are in the same family: the Dirichlet family. Geiger and Heckerman (1995) provide a characterization of the Dirichlet distribution, which shows that the fifth assumption is implied from the first three...
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BibTeX entry: (Update)
D. Geiger and D. Heckerman, A characterization of the Dirichlet distribution with application to learning Bayesian networks. Proceedings of Eleventh Conference on Uncertainty in Artificial Intelligence, Montreal, QU, 196--207, August 1995. Morgan Kaufmann. http://citeseer.ist.psu.edu/article/geiger95characterization.html More
@inproceedings{ geigercharacterization,
author = "Dan Geiger and David Heckerman",
title = "A Characterization of the {Dirichlet} Distribution with Application to Learning {Bayesian} Networks",
pages = "196--207",
url = "citeseer.ist.psu.edu/article/geiger95characterization.html" }
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Lectures on functional equations and their applications (context) - Acz'el - 1966
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Wiley and Sons (context) - Wilks, Statistics
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Learning Bayesian networks
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