Exact critical values for one-way fixed effects models with random sample sizes

JMASM20: Exact Permutation Critical Values For The Kruskal-Wallis One-Way ANOVA

Bayesian Determination of Sample Size in Longitudinal Studies with Binary Responses Using Random Effects Models

Sample size determination is important in all statistical studies including longitudinal studies. This is usually done by considering a target power to reduce the costs of sampling. Choosing the right sample size using efficient methods, ensures that the researcher achieve goal of the study, by spending the least amount of energy, time and money. In this article, using a method based on simulat...

Geometric ergodicity of random scan Gibbs samplers for hierarchical one-way random effects models

We consider two Bayesian hierarchical one-way random effects models and establish geometric ergodicity of the corresponding random scan Gibbs samplers. Geometric ergodicity, along with a moment condition, guarantees a central limit theorem for sample means and quantiles. In addition, it ensures the consistency of various methods for estimating the variance in the asymptotic normal distribution....

An Algorithm And Code For Computing Exact Critical Values For The Kruskal-Wallis Nonparametric One-Way ANOVA

Exact One-way Methods for Acoustic Waveguides

Exact one-way re-formulations of the Helmholtz equation are useful for waveg-uide problems, since the resulting equations can be eeciently solved as \initial" value problems by range marching methods. Some numerical methods for these re-formulations are reviewed in this paper. This includes a switched method that avoids the singularities of the operators and the large range step methods that gi...