Free Probability and Operator Algebras pdf

Free Probability and Operator Algebras pdf : Pages 148

By Dan-Virgil Voiculescu, Moritz Weber, and Nicolai Stammeier

To make it more accessible, the exposition features a chapter on the basics of 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.

Basics in free probability ; Random matrices and combinatorics ; Free monotone transport ; Free group factors ; Free convolution ; Easy quantum groups ; Compact matrix quantum groups ; Categories of partitions ; Examples and classification of easy quantum groups ; De Finetti theorems in free probability ; Laws of characters ; The Haar state on easy quantum groups ; Fusion rules of easy quantum groups ; Associated von Neumann algebras ; …..

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