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Oxford University Press Noncommutative Measures and Lp Orlicz Spaces - Quantum Physics

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Description

This Oxford Graduate Text explores the theory of noncommutative Haagerup Lp and Orlicz spaces, essential tools for quantum harmonic analysis and mathematical physics. Building on the foundation that classical analysis provided for classical mechanics, this volume addresses the mathematical challenges posed by quantum mechanics from the Heisenberg perspective. The text guides readers through the transition from classical to quantum settings, where functions are replaced with operator-theoretic structures. Noncommutativity stands as the defining feature of the Heisenberg approach to quantum mechanics, making this rigorous treatment of noncommutative analysis indispensable for advanced students and researchers working at the intersection of functional analysis, harmonic analysis, and theoretical physics.

Key Features

Covers noncommutative Haagerup Lp and Orlicz spaces as core mathematical tools for quantum harmonic analysis applications.

Develops the noncommutative analysis foundation needed to address theoretical challenges in quantum mechanics from the Heisenberg perspective.

Published by Oxford University Press as part of the respected Oxford Graduate Texts in Mathematics series for advanced study.

Bridges classical and quantum settings by exploring how mathematical structures transform in noncommutative contexts.

Addresses the mathematical underpinnings of noncommutativity essential to understanding modern quantum physics and operator theory.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
19 June 2025
Listed Since
09 December 2024

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