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Contextual Approach to Quantum Formalism

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Cover of 'Contextual Approach to Quantum Formalism'

Table of Contents

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    Book Overview
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    Chapter 1 Quantum Mechanics: Postulates and Interpretations
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    Chapter 2 Classical Probability Theories
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    Chapter 3 Contextual Probability and Interference
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    Chapter 4 Quantum-Like Representation of Contextual Probabilistic Model
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    Chapter 5 Ensemble Representation of Contextual Statistical Model
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    Chapter 6 Latent Quantum-Like Structure in the Kolmogorov Model
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    Chapter 7 Interference of Probabilities from Law of Large Numbers
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    Chapter 8 Probabilistic Analysis of Bell’s Argument
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    Chapter 9 Bell’s Inequality for Conditional Probabilities
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    Chapter 10 Frequency Probabilistic Analysis of Bell-Type Considerations
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    Chapter 11 Original EPR-Experiment: Local Realistic Model
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    Chapter 12 Discrete Time Dynamics
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    Chapter 13 Noncommutative Probability in Classical Disordered Systems
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    Chapter 14 Derivation of Schrödinger’s Equation in the Contextual Probabilistic Framework
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    Chapter 15 Representation of Contextual Statistical Model by Hyperbolic Amplitudes
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    Chapter 16 Hyperbolic Quantum Mechanics as Deformation of Conventional Classical Mechanics
Attention for Chapter 14: Derivation of Schrödinger’s Equation in the Contextual Probabilistic Framework
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