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Noncommutative Analysis, Operator Theory and Applications

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Cover of 'Noncommutative Analysis, Operator Theory and Applications'

Table of Contents

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    Book Overview
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    Chapter 1 Pimsner Algebras and Circle Bundles
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    Chapter 2 A Fractional Dirac Operator
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    Chapter 3 On the Sylvester Equation over Quaternions
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    Chapter 4 The Essential Centre of the mod a Diagonalization Ideal Commutant of an n -tuple of Commuting Hermitian Operators
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    Chapter 5 Clifford–Hermite Polynomials in Fractional Clifford Analysis
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    Chapter 6 Negative Definite Functions on Groups with Polynomial Growth
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    Chapter 7 An Introduction to Superoscillatory Sequences
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    Chapter 8 Restriction and Factorization for Isometric and Symmetric Operators in Almost Pontryagin Spaces
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    Chapter 9 Measurements vs. Interactions: Tracks in a Wilson Cloud Chamber
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    Chapter 10 The Radii Problems for Holomorphic Mappings in J * -algebras
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    Chapter 11 Lévy Processes on Quantum Permutation Groups
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    Chapter 12 New Results on Old Spectral Triples for Fractals
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    Chapter 13 Why Are Orlicz Spaces Useful for Statistical Physics?
Attention for Chapter 11: Lévy Processes on Quantum Permutation Groups
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