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2010•Unpublished venueRequires access

E Bayesian and Hierarchical Bayesian Estimation of Pareto Distribution Parameter under Scaled Squared Error Loss Function

Fan Xiao-ju

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Abstract

This paper uses prior distribution and study the E Bayesian and hierarchical Bayesian estimation of Pareto distribution parameter under scale squared error loss function with a Pareto distribution random sample given.

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What this paper is about

This paper uses prior distribution and study the E Bayesian and hierarchical Bayesian estimation of Pareto distribution parameter under scale squared error loss function with a Pareto distribution random sample given.

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Available abstract

This paper uses prior distribution and study the E Bayesian and hierarchical Bayesian estimation of Pareto distribution parameter under scale squared error loss function with a Pareto distribution random sample given.

Key concepts: Bayes estimator, Lomax distribution, Pareto distribution, Bayesian probability, Pareto interpolation, Mean squared error, Mathematics, Bayesian hierarchical modeling

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