Faisal Hathot, S. (2007). Bayesian Fixed Sample Size Procedures for Selecting the Better of Two Exponential Populations With General Loss Function. , 3(3), 78-86.
Samira Faisal Hathot. "Bayesian Fixed Sample Size Procedures for Selecting the Better of Two Exponential Populations With General Loss Function". , 3, 3, 2007, 78-86.
Faisal Hathot, S. (2007). 'Bayesian Fixed Sample Size Procedures for Selecting the Better of Two Exponential Populations With General Loss Function', , 3(3), pp. 78-86.
Faisal Hathot, S. Bayesian Fixed Sample Size Procedures for Selecting the Better of Two Exponential Populations With General Loss Function. , 2007; 3(3): 78-86.

Bayesian Fixed Sample Size Procedures for Selecting the Better of Two Exponential Populations With General Loss Function

journal of kerbala university
Article 1, Volume 3, Issue 3, 2007, Pages 78-86    PDF (0 K)
Author
Samira Faisal Hathot
Abstract
In this paper an optimal (Bayesian) fixed sample size procedure for selecting the better of two Exponential populations is proposed and studied . Bayesian decision-theoretic approach with general loss function and Gamma priors are used to construct this procedure . A suboptimal procedure that is based on posterior estimate of the parameters and a method of obtaining an approximation to the optimal procedure using stirling’s formula are also presented. Comparisons among these procedures are made using performance characteristics such as Bayes risk .
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