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Fully Bayesian Computing

Andrew Gelman
Columbia University - Department of Statistics and Department of Political Science

Jouni Kerman
Columbia University - Department of Statistics


November 2004


Abstract:     
A fully Bayesian computing environment calls for the possibility of defining vector and array objects that may contain both random and deterministic quantities, and syntax rules that allow treating these objects much like any variables or numeric arrays. Working within the statistical package R, we introduce a new object-oriented framework based on a new random variable data type that is implicitly represented by simulations.

We seek to be able to manipulate random variables and posterior simulation objects conveniently and transparently and provide a basis for further development of methods and functions that can access these objects directly.

We illustrate the use of this new programming environment with several examples of Bayesian com-puting, including posterior predictive checking and the manipulation of posterior simulations. This new environment is fully Bayesian in that the posterior simulations can be handled directly as random variables.

Keywords: Bayesian inference, object-oriented programming, posterior simulation, random variable objects

Working Paper Series

Date posted: September 11, 2007 ; Last revised: September 11, 2007

Suggested Citation

Gelman, Andrew and Kerman, Jouni, Fully Bayesian Computing (November 2004). Available at SSRN: http://ssrn.com/abstract=1010387


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Contact Information

Andrew Gelman (Contact Author)
Columbia University - Department of Statistics and Department of Political Science ( email )
New York, NY 10027
United States
212-854-4883 (Phone)
212-663-2454 (Fax)
Jouni Kerman
Columbia University - Department of Statistics ( email )
Mail Code 4403
New York, NY 10027
United States
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References: 8

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