Organisatoren:
Dr. Stefanie Gerke
ETH Zürich
Institute of Theoretical Computer Science
CAB H 36.2
Universitätsstr. 6
8092 Zürich, Switzerland
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Prof. Dr. Anusch Taraz
Technische Universität München
Angewandte Geometrie und Diskrete Mathematik
Boltzmannstr. 3
85747 Garching bei München,
Germany
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The area of random discrete structures has grown out of the so-called probabilistic method, originally a tool for proving the existance of combinatorial objects, into an independent field of research. One of its central themes is to determine typical properties of an object that is chosen at random from a certain class of discrete structures, and it is then particularly fascinating to watch how these properties can appear or disappear suddenly with only minor changes to the probability distribution on the class.
Knowledge of such typical properties, together with their evolution and their respective phase transitions, often form the basis for the design and the average-case analysis of algorithms.
In general, although its roots were mostly in pure mathematics, the study of random discrete structures has by now found its applications both in related disciplines such as computer science or statistical physics as well as in practical problems.
During this minisymposium, we will bring together a variety of different topics and techniques.
There will be lectures on structural topics such as graph colourings, expansion, and limit theorems,
as well as talks focussing on algorithmic issues like probabilistic analysis, randomized rounding, and adversarial mixing.
Auszug zu diesem Minisymposium aus dem Programmheft (Stand: 15. Juli 2006).
Weitere nützliche Informationen rund um die Tagung können der verkürzten Ausgabe des Programmheftes entnommen werden.
Programm (Stand: 07.09.2006):