Stochastics Meeting Lunteren 2011

This is an archive page.

Overview

The 40th annual meeting of the Dutch probability and statistics community.

When
: November 14-16, 2011
Where
: Conference Centre De Werelt
Westhofflaan 2, 6741 KH Lunteren
Tel: +31 (0)318-484641
Organisers
: W.Th.F. den Hollander (Leiden)
M.N.M. van Lieshout (CWI/Twente)
A.W. van der Vaart (Vrije Universiteit)
Sponsors
: Stochastics - Theoretical and Applied Research (STAR) cluster
Netherlands Society for Statistics and Operations Research through its Gebiedsbestuur Exacte Wetenschappen (NWO)

Peter Bickel (Berkeley)
1. Asymptotic statistical inference for unlabelled graphs: A partial survey, nonparametric model, block models and modularities.
2. Fitting methods for average degrees of all orders and theory for average degree going to infinity.
Alexander Holroyd (Microsoft)
1. Invariant Matching. Part I.
2. Invariant Matching. Part II.
Niels Keiding (Copenhagen)
1. The current duration approach to estimating the distribution of time to pregnancy.
2. Standardization vs. modelling for confounder control in observational studies: A historical perspective.
Wilfrid Kendall (Warwick)
1. Random lines and effective transportation networks.
2. Shy couplings, CAT(0) spaces, and the lion and man.
Sylvie Meleard (Paris)
1. Random modeling for adaptive dynamics. Part I.
2. Random modeling for adaptive dynamics. Part II.
Markus Reiss (Berlin)
1. Estimation of the Levy triplet: Statistical inverse problem and Donsker Theorem. Part I.
2. Estimation of the Levy triplet: Statistical inverse problem and Donsker Theorem. Part II.

Julian Martinez: Variational description of Gibbs-non-Gibbs dynamical transitions.
Abdolreza Mohammadi: Using mixture of Gamma distributions for Bayesian analysis in an M/G/1 queue with optional second service.
Renato S. dos Santos: Transient random walk in the exclusion process.
Moritz Schauer: Guided proposals for diffusion bridges.
Botond Szabo: Understanding the asymptotic behaviour of empirical Bayes methods.
Alessio Troiani: Metastability for Kawasaki dynamics with two types of particles.