Everettian probabilities, the Deutsch-Wallace theorem and the Principal Principle

Table of Contents

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   Book Overview
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   Chapter 1 Classical Logic, Classical Probability, and Quantum Mechanics
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   Chapter 2 Why Scientific Realists Should Reject the Second Dogma of Quantum Mechanics
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   Chapter 3 Unscrambling Subjective and Epistemic Probabilities
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   Chapter 4 Wigner’s Friend as a Rational Agent
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   Chapter 5 Pitowsky’s Epistemic Interpretation of Quantum Mechanics and the PBR Theorem
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   Chapter 6 On the Mathematical Constitution and Explanation of Physical Facts
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   Chapter 7 Eerettian Probabilities, The Deutsch-Wallace Theorem and the Principal Principle
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   Chapter 8 ‘Two Dogmas’ Redux
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    Chapter 9 Physical Computability Theses
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    Chapter 10 Agents in Healey’s Pragmatist Quantum Theory: A Comparison with Pitowsky’s Approach to Quantum Mechanics
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    Chapter 11 Quantum Mechanics As a Theory of Observables and States (And, Thereby, As a Theory of Probability)
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    Chapter 12 The Measurement Problem and Two Dogmas About Quantum Mechanics
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    Chapter 13 There Is More Than One Way to Skin a Cat: Quantum Information Principles in a Finite World
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    Chapter 14 Is Quantum Mechanics a New Theory of Probability?
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    Chapter 15 Quantum Mechanics as a Theory of Probability
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    Chapter 16 On the Three Types of Bell’s Inequalities
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    Chapter 17 On the Descriptive Power of Probability Logic
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    Chapter 18 The Argument Against Quantum Computers
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    Chapter 19 Why a Relativistic Quantum Mechanical World Must Be Indeterministic
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    Chapter 20 Subjectivists About Quantum Probabilities Should Be Realists About Quantum States
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    Chapter 21 The Relativistic Einstein-Podolsky-Rosen Argument
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    Chapter 22 What Price Statistical Independence? How Einstein Missed the Photon
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    Chapter 23 How (Maximally) Contextual Is Quantum Mechanics?
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    Chapter 24 Roots and (Re)sources of Value (In)definiteness Versus Contextuality
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    Chapter 25 Schrödinger’s Reaction to the EPR Paper
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    Chapter 26 Derivations of the Born Rule
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    Chapter 27 Dynamical States and the Conventionality of (Non-) Classicality