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Four and a Half Axioms for Finite-Dimensional Quantum Probability
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Author(s):
Alexander Wilce
Publication date
(Online):
August 13 2011
Publisher:
Springer Berlin Heidelberg
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A categorical semantics of quantum protocols
S Abramsky
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B. Coecke
(2004)
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Against ‘measurement’
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Informational derivation of quantum theory
Giulio Chiribella
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Paolo Perinotti
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Book Chapter
Publication date (Print):
2012
Publication date (Online):
August 13 2011
Pages
: 281-298
DOI:
10.1007/978-3-642-21329-8_17
SO-VID:
9ff71076-c123-4a76-8854-108ef8f27f03
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Book chapters
pp. 1
Introduction
pp. 17
Physics and Chance
pp. 41
Typicality and the Role of the Lebesgue Measure in Statistical Mechanics
pp. 59
Typicality and Notions of Probability in Physics
pp. 73
Deterministic Laws and Epistemic Chances
pp. 87
Measures over Initial Conditions
pp. 99
A New Approach to the Approach to Equilibrium
pp. 115
Revising Statistical Mechanics: Probability, Typicality and Closure Time
pp. 135
How Many Maxwell’s Demons, and Where?
pp. 149
Locality and Determinism: The Odd Couple
pp. 167
Why the Tsirelson Bound?
pp. 187
Three Attempts at Two Axioms for Quantum Mechanics
pp. 201
Generalized Probability Measures and the Framework of Effects
pp. 219
Infinitely Challenging: Pitowsky’s Subjective Interpretation and the Physics of Infinite Systems
pp. 249
The World According to de Finetti: On de Finetti’s Theory of Probability and Its Application to Quantum Mechanics
pp. 281
Four and a Half Axioms for Finite-Dimensional Quantum Probability
pp. 299
Probability in the Many-Worlds Interpretation of Quantum Mechanics
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