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Title: Free Probability and Operator Algebras ([EBook] /) / Dan-Virgil Voiculescu, Nicolai Stammeier, Moritz Weber Added Personal Name: Voiculescu, Dan-Virgil, editor. Stammeier, Nicolai, editor. Weber, Moritz, editor. Publication: Zuerich, Switzerland : : European Mathematical Society Publishing House,, 2016 Physical Details: 1 online resource (142 pages) Series: Münster Lectures in Mathematics (MLM) ;2523-5230 ISBN: 9783037196656 Mode of acces to digital resource: Mode of access: World Wide Web. System requirements: Internet Explorer 6.0 (or higher) or Firefox 2.0 (or higher). Available as searchable text in PDF format. System details note: Online access to this digital book is restricted to subscription institutions through IP address (only for SISSA internal users). Summary Note: Free probability is a probability theory dealing with variables having the highest degree of noncommutativity, an aspect found in many areas (quantum mechanics, free group algebras, random matrices etc). Thirty years after its foundation, it is a well-established and very active field of mathematics. Originating from Voiculescu’s attempt to solve the free group factor problem in operator algebras, free probability has important connections with random matrix theory, combinatorics, harmonic analysis, representation theory of large groups, and wireless communication. These lecture notes arose from a masterclass in Münster, Germany and present the state of free probability from an operator algebraic perspective. This volume includes introductory lectures on random matrices and combinatorics of free probability (Speicher), free monotone transport (Shlyakhtenko), free group factors (Dykema), free convolution (Bercovici), easy quantum groups (Weber), and a historical review with an outlook (Voiculescu). In order to make it more accessible, the exposition features a chapter on basics in free probability, and exercises for each part. This book is aimed at master students to early career researchers familiar with basic notions and concepts from operator algebras.: Contents note: Background and outlook /: Dan-Virgil Voiculescu --Basics in free probability /: Moritz Weber --Random matrices and combinatorics /: Roland Speicher --Free monotone transport /: Dimitri L. Shlyakhtenko --Free group factors /: Ken Dykema --Free convolution /: Hari Bercovici --Easy quantum groups /: Moritz Weber. ------------------------------ *** Es sind keine Exemplare vorhanden *** -----------------------------------------------
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