Seminars in Statistics

Seminars in Statistics

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Seminars in Statistics Yongdai Kim (Seoul National University)

Deviance Information Criteria for the frailty model We are concerned with model selection for the frailty model by use of the deviance information criterion (DIC). The DIC is a Bayesian model selection criterion proposed by Spiegelhalter et al. (2002).  A difficulty in applying the DIC to the frailty model lies on the unspecified baseline hazard…

Seminars in Statistics François Caron (University of Oxford)

A Bayesian nonparametric model for undirected and multi-edges networks In this talk, I will present ongoing work on a Bayesian nonparametric specification for either undirected or multi-edge directed networks, building on the framework of completely random measures. The formulation allows for an unbounded number of nodes in the network, while encouraging a sparse set of…

Seminars in Statistics Fancisco Javier Rubio (University of Warwick)

Bayesian inference in two–piece and skew–symmetric distributions using Jeffreys priors We study the Jeffreys prior and the independence Jeffreys prior of general classes of univariate location–scale two–piece and skew–symmetric models. For the case of two– piece models, Jeffreys priors are shown not to allow for Bayesian inference in the wide and practically relevant class of…

Seminars in Statistics Andrés Felipe Barrientos (Pontificia Universidad Católica de Chile)

Bayesian density estimation for compositional data using random Bernstein polynomials We propose a Bayesian nonparametric model for single density estimation, for data in the p-dimensional simplex space, say S_p. The proposal is based on a particular class of multivariate Bernstein polynomials on S_p and extends the Dirichlet-Bernstein prior for density estimation, for data in a closed,…

Seminars in Statistics Peter Müller (University of Texas at Austin)

A Nonparametric Bayesian Model for Local Clustering We propose a nonparametric Bayesian local clustering (NoB-LoC) approach for heterogeneous data. Using genomics data as an example, the NoB-LoC clusters genes into gene sets and simultaneously creates multiple partitions of samples, one for each gene set. In other words, the sample partitions are nested within the gene sets. Inference is guided by…

Seminars in Statistics Stephan Poppe (University of Leipzig)

Species Sampling Processes: predicting the unpredictable and estimating measures of diversity The sampling of species problem relates to the issue of how to infer the relative species abundances from finite data, when many species occurring in the population are not present in the sample. Although these abundances can be seen to be the ultimate measure…

Seminars in Statistics Alessio Farcomeni (University of Rome La Sapienza)

Semiparametric capture-recapture with heterogeneous capture probabilities Capture-recapture experiments are commonly used to estimate the size of a closed population. Link (2003) has underlined identifiability problems when one wants to make inference with heterogeneous capture probabilities in a semiparametric framework. If subject-specific capture probabilities are random effects with no assumption on the mixing distribution, the conditional…

Seminars in Statistics Fan Li (Duke University)

Bayesian inference for regression discontinuity designs with application to Italian university grants evaluations Regression discontinuity (RD) designs are usually interpreted as local randomized experiments: A RD design can be considered as though it were a randomized experiment for units with a realized value of a so-called forcing variable falling immediately around a pre-fixed threshold. Motivated…

Seminars in Statistics Benedicte Haas (Université Paris-Dauphine)

On scaling limits of Markov branching trees Probabilists and combinatorists are interested since a long time in the asymptotic description of large random trees, as, for example, large uniform trees (chosen uniformly at random in a certain class of trees) or large conditioned Galton-Watson trees. After recalling classical results on that topic, we will develop…

Seminars in Statistics Omar El-Dakkak (Université Paris Ouest)

Exchangeable Hoeffding decompositions: characterizations and counterexamples Since the pioneering work of Hoeffding in 1948, the so-called Hoeffding-ANOVA decompositions proved to be a very effective tool in obtaining limit theorems and have been widely used in various applications. In this talk, we present the main elements of the theory of Hoeffding decompositions for (infinitely extendible) exchangeable…

Seminars in Statistics Giovanni Peccati (University of Luxembourg)

Universality and chaos I will describe some recent advances involving universality results for homogeneous sums, both in a classic and free setting. Many connection with influence functions, as well as applications to random matrices will be highlighted.

Seminars in Statistics Dan Roy (University of Cambridge)

The combinatorial structure underlying the beta process is that of a continuum of Blackwell-MacQueen urn schemes We uncover a novel urn scheme underlying conditionally independent sequences of Bernoulli processes that share a common beta process hazard measure. As shown by Thibaux and Jordan (2007), in the special case when the underlying beta process has a…

Seminars in Statistics Silvia Montagna (Duke University)

Computer emulation with non-stationary Gaussian processes Computer codes are used widely in modern scientific research in complex chemical, thermodynamical and astrophysical processes. These codes deterministically map vectors of high-dimensional inputs into a scalar or vector-valued output, and must be run for many different input configurations to provide an adequate knowledge of the response surface. However,…

Seminars in Statistics Nicola Sartori (University of Padova)

Calibrating hybrid pseudo likelihood ratios for a parameter of interest For inference about a parameter of interest in the presence of nuisance parameters, we consider a pseudo likelihood obtained from a genuine or composite likelihood by replacing the nuisance component with an estimate based on a generic estimating equation. Suitable adjustments are developed for the…

Seminars in Statistics Alessandra Luati (University of Bologna)

The generalised autocovariance function The generalised autocovariance  function is defined for a stationary stochastic process as the inverse Fourier transform of the power transformation of the spectral density function. Depending on the value of the transformation parameter, this function nests the inverse  and the traditional autocovariance functions. A frequency domain non-parametric estimator based on the…

Seminars in Statistics Ron S. Kenett (KPA Ltd., Israel)

Applications of Bayesian Networks to Operational Risks, Healthcare, Biotechnology and Customer Surveys Modelling cause and effect relationships has been a major challenge for statisticians in a wide range of application areas. Bayesian Networks combine graphical analysis with Bayesian analysis to represent descriptive causality maps linking measured and target variables. Such maps can be used for…

Seminars in Statistics Botond Szabo (Eindhoven University of Technology)

On frequentist coverage of Bayesian credible sets Adaptive techniques for nonparametric estimation have been widely stud- ied in the literature and many rate-adaptive results have been provided for a variety of statistical problems. However an adaptive estimator without any knowledge of its uncertainty is rather uninformative, since one knows that the estimator is optimally close…

Seminars in Statistics Fabrizia Mealli (University of Florence)

Using secondary outcomes and covariates to sharpen inference in randomized experiments with noncompliance Restrictions implied by the randomization of treatment assignment on the joint distribution of a primary outcome and an auxiliary variable are used to tighten nonparametric bounds for intention-to-treat effects on the primary outcome for some latent subpopulations, without requiring the exclusion restriction…