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For a scalar random-eect variance, Browne and Draper (2005) have found that the uniform prior works well. It would be valuable to know more about the vector case, in which a second-stage prior on the ...
Various noninformative prior distributions have been suggested for scale parameters in hierarchical models. We construct a new folded-noncentral-t family of conditionally conjugate priors for hierar...
In this comment, I argue that Bayes procedures with good frequentist properties are objective. I introduce the idea with a short play, followed by some commentary.
The dangerous heresy of so-called ojective Bayesian methods is again propounded by Berger. These comments are my attempt to save Bayesian statistics.
Philosophy is consequential because it guides action. In statistics, our beliefs about the nature of statistical inference guide us both in selecting statistical methods to apply and in choosing pro...
The subjective-objective dialogue between Goldstein (2006) and Berger (2006) lays out strong cases for what seem to be two schools of Bayesian thought. But a closer look suggests to me that while bo...
In this contribution to the discussion of Th case for objective Bayesian analysis by James Berger and Sujective Bayesian analysis: princi- ples and practice by Michael Goldstein, I argue that (a) al...
In this paper we will investigate the consequences of applying model selection methods under regularity conditions that are sufficiently general to encompass (i) stochastic models involving non-statio...
Let K be a reversible Markov kernel on a measurable space (S,B) with stationary distribution P. Regard K as a linear operator, K:L2(P)→L2(P), and suppose that L2(P) admits an orthonormal basis of ...
It is a pleasure to congratulate the authors for this excellent, original and pedagogical paper. I read a preliminary draft at the end of 2006 and I then mentioned to the authors that their work sh...
We congratulate the authors on a review of convergence rates for Gibbs sampling routines. Their combined work on studying convergence rates via orthogonal polynomials in the present paper under di...
Efron has given us a comprehensive and thoughtful review of his approach to large-scale testing stemming from the challenges of analyzing microarray data. Addressing the microarray challenge right ...
Professor Brillinger is to be congratulated on this paper which is both a contribution to the history of statistics and an introduction to statistical modeling using stochastic processes, a topic t...

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