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Reality and Measurement in Algebraic Quantum Theory

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Cover of 'Reality and Measurement in Algebraic Quantum Theory'

Table of Contents

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    Book Overview
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    Chapter 1 A Generalisation of Stone Duality to Orthomodular Lattices
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    Chapter 2 Bell’s Local Causality is a d-Separation Criterion
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    Chapter 3 Local Operations and Completely Positive Maps in Algebraic Quantum Field Theory
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    Chapter 4 Symmetries in Exact Bohrification
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    Chapter 5 Categorial Local Quantum Physics
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    Chapter 6 Reverse Data-Processing Theorems and Computational Second Laws
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    Chapter 7 Trust-Free Verification of Steering: Why You Can’t Cheat a Quantum Referee
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    Chapter 8 Dynamics and Statistics in the Operator Algebra of Quantum Mechanics
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    Chapter 9 A General Framework of Quasi-probabilities and the Statistical Behaviour of Non-commuting Quantum Observables
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    Chapter 10 A New Quantum Version of f -Divergence
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    Chapter 11 Peaceful Coexistence: Examining Kent’s Relativistic Solution to the Quantum Measurement Problem
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    Chapter 12 Experimental Investigations of Uncertainty Relations Inherent in Successive $$1/2-$$ Spin Measurements
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    Chapter 13 Obituary for a Flea
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    Chapter 14 Measuring Processes and the Heisenberg Picture
Attention for Chapter 14: Measuring Processes and the Heisenberg Picture
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