Mathematics and Computer Science: Algorithms, Trees, Combinatorics and Probabilities

Mathematics and Computer Science: Algorithms, Trees, Combinatorics and Probabilities
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Third Colloquium on Mathematics and Computer Science

Remember to clear the cache and close the browser window. Search For:. Advanced Search. Mathematics and computer science III : algorithms, trees, combinatorics and probabilities.

Example: Lottery probability - Probability and combinatorics - Precalculus - Khan Academy

Publication Information:. Subject Term:. Combinatorial analysis.

Mathematics and Computer Science III

Graph theory. Branching processes.

Computer science -- Mathematics. Added Author:.

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On the one hand, mathematicians found a new source of difficult and interesting questions in the analysis of models for Computer Science. On the other hand, the analysis of algorithms and data structures experienced significant developments with the use of existing tools and methods in probability, statistics and combinatorics, and with the development of new ones. With the organization of the Colloquium, we hope we made further progress towards establishing a regular meeting place for discussion of topics at the boundary between probabilities, statistics, and fundamental computer science.

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Mathematics and Computer Science. Algorithms, Trees, Combinatorics and Probabilities. Editors: Gardy, Daniele, Mokkadem, Abdelkader (Eds.) Free Preview. Buy Mathematics and Computer Science II: Algorithms, Trees, Combinatorics and Probabilities (Trends in Mathematics) on alakovyzir.ga ✓ FREE SHIPPING on.

Papers were sought in a wide spectrum of areas, for instance random trees, stochastic processes, large deviations, branching processes, random walks, discrete probabilities, analytical and enumerative combinatorics, analysis of algorithms and data structures, performance evaluation, random generation of combinatorial structures, and statistics. A large Program Committee, guaranteeing wide coverage of subtopics and expertise in a variety of fields, selected 27 papers for a presentation as minutes talks and 10 other papers were selected for a presentation as posters.

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The invited speakers were free to propose a paper, and that resulted in 4 important contributions to this volume. Altogether, papers assembled in this volume offer snapshots of current research.

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Coja-Oghlan, K. Lengler, B. Bondy and U. McDiarmid, A. Physical Description 1 online resource XV, p.

At the same time, they illustrate the numerous ramifications of the theory of random discrete structures throughout mathematics and computer science. Many of them, in particular invited lectures, include carefully crafted surveys of their field. I thus hope that this volume may serve both as a reference text and as a smooth introduction to many fascinating aspects of this melting pot of continuous and discrete mathematics.