This paper uses p-tolerance with the lowest posterior loss, quadratic loss function, average length criteria, average coverage criteria, and worst outcome criterion for computing of sample size to estimate proportion in Binomial probability function with Beta prior distribution. The proposed methodology is examined, and its effectiveness is shown
Let Omega be a space of densities with respect to some sigma-finite measure mu and let Pi be a prior...
Sample size determination continues to be an important research area in statistical analysis due to ...
We investigate the sample size problem when a binomial parameter is to be estimated, but some degree...
Abstract. This paper presents several new results on Bayesian sample size deter-mination for estimat...
Sample size estimation is a fundamental element of a clinical trial, and a binomial experiment is th...
We consider the following problem: estimate the size of a population marked with serial numbers afte...
© 2020, Kazan Federal University. All rights reserved. The standard problem of assessing the proport...
Sample size criteria are often expressed in terms of the concentration of the posterior density, as ...
In order to avoid the drawbacks of sample size determination procedures based on classical power ana...
Sample size estimation is a major component of the design of virtually every experiment in medicine....
This article considers a robust Bayesian approach to the sample size determination problem. We focus...
This paper compares the properties of various estimators for a beta-binomial model for estimating th...
In this article we consider the sample size determination problem in the context of robust Bayesian ...
Group testing has long been considered as a safe and sensible relative to one-at-a-time testing in a...
In clinical study, calculation for sample size is often done using the frequentist framework. Howeve...
Let Omega be a space of densities with respect to some sigma-finite measure mu and let Pi be a prior...
Sample size determination continues to be an important research area in statistical analysis due to ...
We investigate the sample size problem when a binomial parameter is to be estimated, but some degree...
Abstract. This paper presents several new results on Bayesian sample size deter-mination for estimat...
Sample size estimation is a fundamental element of a clinical trial, and a binomial experiment is th...
We consider the following problem: estimate the size of a population marked with serial numbers afte...
© 2020, Kazan Federal University. All rights reserved. The standard problem of assessing the proport...
Sample size criteria are often expressed in terms of the concentration of the posterior density, as ...
In order to avoid the drawbacks of sample size determination procedures based on classical power ana...
Sample size estimation is a major component of the design of virtually every experiment in medicine....
This article considers a robust Bayesian approach to the sample size determination problem. We focus...
This paper compares the properties of various estimators for a beta-binomial model for estimating th...
In this article we consider the sample size determination problem in the context of robust Bayesian ...
Group testing has long been considered as a safe and sensible relative to one-at-a-time testing in a...
In clinical study, calculation for sample size is often done using the frequentist framework. Howeve...
Let Omega be a space of densities with respect to some sigma-finite measure mu and let Pi be a prior...
Sample size determination continues to be an important research area in statistical analysis due to ...
We investigate the sample size problem when a binomial parameter is to be estimated, but some degree...