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\newblock Cloning and broadcasting in generic probabilistic models.
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\newblock Oxford University Press, Oxford, 2005.

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\newblock Von {N}eumann's projection postulate as a probability
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\newblock Quantum information and computation.
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\bibitem{Bub2007}
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\newblock Quantum probabilities as degrees of belief.
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\bibitem{Demopoulos2008}
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\newblock Effects and propositions.
\newblock {\em Foundations of Physics}, forthcoming, 2008.

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\newblock Quantum theory of probability and decisions.
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\newblock Triorthogonal uniqueness theorem and its relevance to the
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\newblock {\em Physical Review A}, 49:4213--4216, 1994.

\bibitem{FuchsInfo4}
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\newblock Quantum mechanics as quantum information (and only a little more).
\newblock {\em arXiv e-print quant-ph/0205039}, 2002.

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\newblock Collapse theories.
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\newblock {h}ttp://plato.stanford.edu/entries/qm-collapse/.

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\newblock Measures on the closed sub-spaces of {H}ilbert spaces.
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\newblock Bohmian mechanics.
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\newblock Understanding {D}eutsch's probability in a deterministic multiverse.
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\bibitem{Greaves2007b}
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\newblock On the {E}verettian epistemic problem.
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\bibitem{Greaves2007a}
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\newblock Probability in the {E}verett interpretation.
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\bibitem{HemmoPitowsky2007}
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\newblock Quantum probability and many worlds.
\newblock {\em Studies in History and Philosophy of Modern Physics}, 2007.

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\newblock A complete classification of quantum ensembles having a given density
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\newblock Drawing the line between kinematics and dynamics.
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\newblock On the problem of hidden variables in quantum mechanics.
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\bibitem{PitowskyBetting}
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\newblock Betting on the outcomes of measurements: a {B}ayesian theory of
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\newblock {\em Studies in History and Philosophy of Modern Physics},
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\bibitem{Pitowsky07}
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\newblock Quantum mechanics as a theory of probability.
\newblock In William Demopoulos and Itamar Pitowsky, editors, {\em Festschrift
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\newblock arXiv e-print quant-ph/0510095.

\bibitem{Saunders1995}
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\newblock Time, decoherence and quantum mechanics.
\newblock {\em Synthese}, 102:235--266, 1995.

\bibitem{Saunders1998}
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\newblock Time, quantum mechanics, and probability.
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\bibitem{Saunders2004}
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\newblock Derivation of the born rule from operational assumptions.
\newblock {\em Proceedings of the Royal Society of London}, A460:1--18, 2004.

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\newblock Representation of symmetry transformations in quantum mechanics.
\newblock {\em Arkiv Fysik}, 23:307, 1963.

\bibitem{Neumann1954}
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\newblock Unsolved problems in mathematics.
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\bibitem{Wallace2003b}
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\newblock Everett and structure.
\newblock {\em Studies in History and Philosophy of Modern Physics},
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\bibitem{Wallace2003a}
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\newblock Everettian rationality: defending {D}eutsch's approach to probability
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\newblock {\em Studies in History and Philosophy of Modern Physics},
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\bibitem{Wallace2003c}
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\newblock Quantum probability from subjective likelihood: improving on
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\newblock {\em arXiv e-print quant-ph/0312157}, 2003.

\bibitem{Wallace2005}
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\newblock Epistemology quantized: circumstances in which we should come to
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\newblock {\em British Journal for the Philosophy of Science}, 2008.

\bibitem{Wigner1959}
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\newblock {\em Group Theory and its Applications to Quantum Mechanics of Atomic
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\newblock Academic Press, New York, 1959.

\bibitem{Zurek2003a}
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\newblock Decoherence, einselection, and the quantum origins of the classical.
\newblock {\em Review of Modern Physics}, 75:715, 2003.

\bibitem{Zurek2005}
Wojciech~H. Zurek.
\newblock Probabilities from entanglement, {B}orn's rule $p_{k} =
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\newblock {\em Physical Review A}, 71:052105--1--0525105--29, 2005.

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