Because it is difficult and complex to determine the probability distribution of small samples,it is improper to use traditional probability theory to process parameter estimation for small samples. Bayes Bootstrap method is always used in the project. Although,the Bayes Bootstrap method has its own limitation,In this article an improvement is given to the Bayes Bootstrap method,This method extended the amount of samples by numerical simulation without changing the circumstances in a small sample of the original sample. And the new method can give the accurate interval estimation for the small samples. Finally,by using the Monte Carlo simulation to model simulation to the specific small sample problems. The effectiveness and practicability ...
This paper presents the confidence intervals for the effect size base on bootstrap resampling metho...
Usually, confidence intervals are built through inversion of a hypothesis test. When the analytical...
2 pages, 1 article*A Monte Carlo Study of the Small Sample Validity of Confidence Interval Estimator...
Empirical Bayes approaches have often been applied to the problem of estimating small-area parameter...
An extension of Monte Carlo methods to confidence interval estimation, using the bootstrap technique...
We introduce a new adjusted residual maximum likelihood method in the context of producing an empiri...
This paper discusses the classic but still current problem of interval estimation of a binomial prop...
This article investigates the bootstrap methods for producing good approximate confidence intervals....
A double-bootstrap confidence interval must usually be approximated by a Monte Carlo simulation, con...
When a published statistical model is also distributed as computer software, it will usually be desi...
The small-sample nature of the typical psychophysical experiment presents us with the problem of fin...
1. Researchers often want to place a confidence interval around estimated parameter values calculate...
This paper describes a version of the Bayesian bootstrap that assigns random Dirichlet mass uniforml...
International audienceThe bootstrap is a technique for performing statistical inference. The underly...
The paper develops empirical Bayes (EB) confidence intervals for population means with distributions...
This paper presents the confidence intervals for the effect size base on bootstrap resampling metho...
Usually, confidence intervals are built through inversion of a hypothesis test. When the analytical...
2 pages, 1 article*A Monte Carlo Study of the Small Sample Validity of Confidence Interval Estimator...
Empirical Bayes approaches have often been applied to the problem of estimating small-area parameter...
An extension of Monte Carlo methods to confidence interval estimation, using the bootstrap technique...
We introduce a new adjusted residual maximum likelihood method in the context of producing an empiri...
This paper discusses the classic but still current problem of interval estimation of a binomial prop...
This article investigates the bootstrap methods for producing good approximate confidence intervals....
A double-bootstrap confidence interval must usually be approximated by a Monte Carlo simulation, con...
When a published statistical model is also distributed as computer software, it will usually be desi...
The small-sample nature of the typical psychophysical experiment presents us with the problem of fin...
1. Researchers often want to place a confidence interval around estimated parameter values calculate...
This paper describes a version of the Bayesian bootstrap that assigns random Dirichlet mass uniforml...
International audienceThe bootstrap is a technique for performing statistical inference. The underly...
The paper develops empirical Bayes (EB) confidence intervals for population means with distributions...
This paper presents the confidence intervals for the effect size base on bootstrap resampling metho...
Usually, confidence intervals are built through inversion of a hypothesis test. When the analytical...
2 pages, 1 article*A Monte Carlo Study of the Small Sample Validity of Confidence Interval Estimator...