[Statlist] Seminar ueber Statistik
Christina Kuenzli
kuenzli at stat.math.ethz.ch
Thu Apr 8 08:43:56 CEST 2004
ETH and University of Zurich
Proff. A.D. Barbour -- P. Buehlmann -- F. Hampel -- H.R. Kuensch
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We are pleased to announce the following seminars
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Friday, April 16, 2004, 15.15, LEO C15
Jean-François Cardoso, ENST, Dept. TSI, Paris
The three easy routes to independent component analysis.
An information geometric point of view
Independent component analysis (ICA) is a class of techniques for the
linear decomposition of data into components which are `as independent
as possible'. The art of ICA is to express statistical independence
beyond mere decorrelation in an efficient manner. Most ICA algorithms
exploit non Gaussianity but other approaches are possible when looking
for independent components in time series or in spatial processes.
Simple ideas exploit non-stationarity or spectral diversity of the
components. These are the 3 easy routes to ICA. In this talk, I will
show how all these approaches give a common underlying structure to
mutual information and how this is related to sparse representations.
This theory is developed in the framework of information
geometry.
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Tuesday, April 20, 2004, 15.15, ML E 13
James Ramsay, McGill University, Canada
From Data to Differential Equations
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Friday, April 23, 2004, 15.15, LEO C 15
Roy E. Welsch, Massachusetts Institute of Technology, Cambridge MA
Algorithms for Robust Model Selection in Linear Regression
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(LEO (Leonhardstrasse 27, 8006 Zurich) is close to the main building,
across the hill-side station of the 'Polybahn')
Overview maps of ETH : http://www.ethz.ch/search/orientation_en.asp
Further information: Christina Kuenzli, Statistics Seminar of ETH Zurich
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Everybody is kindly invited
Eidgenoessische Technische Hochschule Zuerich
Swiss Federal Insitute of Technology Zurich
________________________________________________________
Christina Kuenzli <kuenzli at stat.math.ethz.ch>
Seminar fuer Statistik
Leonhardstr. 27, LEO D11 phone: +41 1 632 3438
ETH-Zentrum, fax : +41 1 632 1228
CH-8092 Zurich, Switzerland http://stat.ethz.ch/~
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