Summary
This chapter describes the Vienna Experiments, sets out the reasoning used, and then locates the point where logical independence enters the mathematics. It also explains the loss of information during collapse
Empirical evidence from quantum measurement experiments 'Logical Independence and Quantum Randomness', performed by Tomasz Paterek et al, demonstrating quantum randomness in outcomes, only if the density matrix conveys logically independent information.
Other Chapters
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Title & Preface
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Contents
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Index
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The Question of Quantum Indeterminacy
What are the Fundamentals of Quantum Indeterminacy? -
Quantum Mathematics: Logic in Semantic Interpretations
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Elementary Algebra: The Inherent 3-valued Logic Within
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Logical Independence:
Information, neither Provable nor Negateable 
Preview
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The Vienna Experiments:
Logical Independence and Quantum Randomness -
Logical Independence in Applied Mathematics:
The Role of the Imaginary Unit -
Verifying Logical Independence of the Imaginary Unit:
The Soundness & Completeness Theorems -
Pure State Vienna Experiments are Non-Unitary:
Pauli Algebra is not Exactly Isomorphic with Pure States -
Matrix Representation of Indeterminate Information:
Step-Transition between Pauli and Pure State Matrices -
The Inaccessible Lost History at Measurement:
Irreversibility in the Density Operator at Measurement -
Redundancy of the [Hermitian] Unitary Postulate:
Unitarity is an a posteriori implication of complementarity -
Logically Independent Unitarity in the Free Particle:
Internal Self-Reference and Consequent Unitarity -
Logically Independent Unitarity in the Pauli System:
Internal Self-Reference and Consequent Unitarity -
The Revised Approach to Unitarity:
Faithful Isomorphism through Unitary On-Off Switching -
Self Reference: The Origin of Uncausedness:
Spontaneous Creation of Structures Needed for Mixed States -
The Indefiniteness of Indeterminacy: Referential Ambiguity and the Epistemology of Perfect Symmetry
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The Uncausedness of Indeterminacy:
In Quantum World, Cause is not Identical to Non-Prevention -
Concise Statement of Indeterminacy
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Appx: Quantum Self-Reference and the Classical Paradoxes: Cantor's Diagonal and Cantor's Theorem
