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We introduce a class of shape mixtures of skewed distributions and study some of its main properties. We discuss a Bayesian interpretation and some invariance results of the proposed class. We devel...
We analyze complete sequences of successes (hits, walks, and sacrices) for a group of players from the American and National Leagues, collected over 4 seasons. The goal is to describe how players pe...
We present a new statis- tical framework called hidden Markov Dirichlet process (HMDP) to jointly model the genetic recombinations among a possibly innite number of founders and the coalescence-wit...
In this paper, we introduce a Bayesian extended regression model with two-stage priors when the covariate is positive and measured with error. Connections are made with some results in Arellano-Vall...
Consider a random experiment whose true (unknown) outcome is modelled by a certain random element X and the available imprecise observations are modelled by some random set A such that XE A almost ...
Dirichlet process (DP) mixture models are the cornerstone of non- parametric Bayesian statistics, and the development of Monte-Carlo Markov chain (MCMC) sampling methods for DP mixtures has enabled ...
While Bayes theorem has a 250-year history, and the method of in- verse probability that owed from it dominated statistical thinking into the twen- tieth century, the adjective Byesian was not part ...
Recently, regression model for the long-term survival probabilities of patients was proposed, and a semiparametric inference procedure was developed based on missing information principle. In this p...
A Bayesian Inference for the Extended Skew-Normal Measurement Error Model。
Vines Inference     Vines  Inference       2009/9/17
Vines Inference
Bayesian Inference for the Skewness Parameter of the Scalar Skew-Normal Distribution。
The effect of vigorous physical activity on mortality in the elderly is difficult to estimate using conventional approaches to causal inference that define this effect by comparing the mortality risks...
We use rescaled Gaussian processes as prior models for functional parameters in nonparametric statistical models. We show how the rate of contraction of the posterior distributions depends on the scal...
A new class of Marginal Structural Models (MSMs), History-Restricted MSMs (HRMSMs), was recently introduced for longitudinal data for the purpose of defining causal parameters which may often be bette...

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