(Names are linked to e-mail addresses, institutions are linked to web pages.)
The aim of this workshop is to review and develop
interactions between Information Theory, Concentration
of measure inequalities, Adaptive statistics
and Pattern analysis. Plenary talks will illustrate
these four connected fields:
(Le but de ce colloque est de recenser et de développer
les interactions entre Théorie de l'information,
Inégalités de concentration de la mesure, Statistiques
adaptatives et Reconnaissance des formes. Les conférences
plénières illustreront ces quatre thèmes:)
| |
Andrew Barron | Yale University |
---|---|
Information Theory in Probability and Statistics ( abstract ). | |
| |
Amir Dembo | Stanford University |
Asymptotics of waiting times: large deviations and source coding. ( abstract , joint work with Yiannis Kontoyiannis ). | |
| |
Donald Geman | University of Massachusetts |
Pattern Learning and Microimage Coding ( abstract ). | |
| |
Stuart Geman | Brown University |
Invariance and Hierarchy in Statistical Image Models. ( abstract ). | |
| |
Katalin Marton | University of Budapest |
Measure concentration inequalities for dependent random variables. ( abstract). | |
| |
David Mumford | Brown University |
Defining the entropy of natural images and can we ever hope to calculate it? | |
| |
Boris Ryabko | University of Novosibirsk |
Hausdorff dimension, Kolmogorov complexity and Shannon information as the tools for the predicting problem (abstract). | |
| |
Tjalling Tjalkens | Eindhoven University of Technology |
Data Compression using the Context-Tree Wighting method (joint work with Frans Willems) (abstract, slides). | |
| |
Ofer Zeitouni | Technion |
Conditioning, propagation of chaos and large subsystems behaviour via entropy and sharp large deviation. ( abstract ). | |
| |
Song Chun Zhu | Ohio State University |
Learning Probability Models for Texture and Shape By Minimax Entropy. ( abstract ). | |
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We have received the following proposals:
For more information, contact
(Pour plus d'informations, contacter)
Olivier Catoni
Processus Stochastiques et Applications
U.M.R. 7599 du C.N.R.S.
Laboratoire de Probabilités,
Case 188,
Université Paris 6,
Tour 46-56, 3ième étage,
4, place Jussieu,
F-75 252 Paris Cedex 05,
tel: (33) (1) 44 27 70 41
e-mail: catoni@ccr.jussieu.fr