Reference priors for non-Normal two-sample problems
Copyright policy )Reference priors for non-Normal two-sample problems
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- Tilburg University Netherlands
location-scale model, posterior existence, scale mixtures of normals, Behrens-Fisher problem; Fieller-Creasy problem; Gibbs sampling; Jeffreys' prior; location-scale model; posterior existence; product of means; scale mixtures of normals; skewness, Bayesian inference, skewness, Computational problems in statistics, product of means, location-scale models, Gibbs sampling, Behrens-Fisher problem, Behrens-Fisher problem;Fieller-Creasy problem;Gibbs sampling;Jeffreys' prior;location-scale model;posterior existence;product of means;scale mixtures of normals;skewness, Fieller-Creasy problem, Jeffreys' prior
location-scale model, posterior existence, scale mixtures of normals, Behrens-Fisher problem; Fieller-Creasy problem; Gibbs sampling; Jeffreys' prior; location-scale model; posterior existence; product of means; scale mixtures of normals; skewness, Bayesian inference, skewness, Computational problems in statistics, product of means, location-scale models, Gibbs sampling, Behrens-Fisher problem, Behrens-Fisher problem;Fieller-Creasy problem;Gibbs sampling;Jeffreys' prior;location-scale model;posterior existence;product of means;scale mixtures of normals;skewness, Fieller-Creasy problem, Jeffreys' prior
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