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Project authority
Lehre
Forschung
Organisation
Phenomena in High Dimensions
01.11.2004 - 31.10.2008
Research funding project
The goal of this project is to investigate and to understand in depth the typical phenomena that occur in high-dimensional systems. Such systems occur in a wide variety of branches of mathematics and adjacent sciences, in particular physics and computing, and are becoming increasingly important in the life sciences as well. The most original feature of the project is that it brings together mathematicians from a variety of disciplines who have witnessed parallel developments within their fields over the last two decades, who share a broad range of methods, and who can benefit by adapting techniques which are not yet known to all disciplines. The main purpose will be to provide young scientists with a considerably wider understanding of the unity of the respective mathematical disciplines. It is to be expected that a new generation of young researchers who are exposed to all the different aspects of high-dimensional phenomena, from the start of their research careers, will have an enormous advantage in pushing our knowledge forward. Research areas of the project: 1. Asymptotic Geometric Analysis 2. Isometric Convex Geometry 3. Asymptotic Combinatorics 4. Randomised Computation and Complexity 5. High-dimensional Phenomena in Mathematical Physics 6. Isoperimetric Principles in Geometry and Probability
People
Project leader
Matthias Reitzner
(E104)
Sub project leader
Monika Ludwig
(E104)
Project personnel
Franziska Berger
(E104)
Giuliana Dercole
(E104)
Peter Gruber
(E104)
Christoph Haberl
(E104)
Lars Michael Hoffmann
(E104)
Franz Schuster
(E104)
Christian Steineder
(E104)
Institute
E104 - Institute of Discrete Mathematics and Geometry
Grant funds
European Commission (EU)
6.FP: MOBILITY - Human resources and mobility Marie-Curie Grants
6.Rahmenprogramm für Forschung
European Commission - Framework Programme
European Commission
Call identifier FP6-2002-mobility I
Application number 511953
Research focus
Beyond TUW-research focus: 100%
Keywords
German
English
Konvexgeometrie
Convex geometry
Asymptotische geometrische Analysis
Asymptotic geometric analysis
External partner
University College London
Alfréd Rényi Institute of Mathematics-Hung.Acad of Sciences
Universidad de Zaragoza
Christian-Albrechts-Universität zu Kiel
Tel Aviv University
Université Paul Sabatier - Toulouse III
Institute of Mathematics of the Polish Academy of Science (IMPAN)
Università degli Studi di Firenze
Institute for Low Temperature Physics
National and Kapodistrian University of Athens
Albert-Ludwigs-Universität Freiburg
Centre National de la Recherche Scientifique
Publications
Publications