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  1. The Many-Worlds Interpretation of Quantum Mechanics.B. DeWitt & N. Graham (eds.) - 1973 - Princeton UP.
  • An introduction to the philosophy of induction and probability.Laurence Jonathan Cohen - 1989 - New York: Oxford University Press.
    Two new philosophical problems surrounding the gradation of certainty began to emerge in the 17th century and are still very much alive today. One is concerned with the evaluation of inductive reasoning, whether in science, jurisprudence, or elsewhere; the other with the interpretation of the mathematical calculus of change. This book, aimed at non-specialists, investigates both problems and the extent to which they are connected. Cohen demonstrates the diversity of logical structures that are available for judgements of probability, and explores (...)
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  • Axiomatic Derivation of the Principle of Maximum Entropy and the Principle of Minimum Cross-Entropy.J. E. Shore & R. W. Johnson - 1980 - IEEE Transactions on Information Theory:26-37.
  • Quantum Theory and Measurement.John Archibald Wheeler & Wojciech Hubert Zurek - 1985 - Philosophy of Science 52 (3):480-481.
     
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  • An Introduction to the Philosophy of Induction and Probability.L. Jonathan Cohen - 1990 - Mind 99 (394):313-315.
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  • An introduction to the philosophy of induction and probability.L. Jonathan Cohen - 1992 - Revue Philosophique de la France Et de l'Etranger 182 (1):95-96.
     
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  • Quantum Theory and Measurement.J. A. Wheeler & W. H. Zurek - 1986 - Synthese 67 (3):527-530.
     
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  • Quantum theory and the brain.Matthew Donald - unknown
    A human brain operates as a pattern of switching. An abstract definition of a quantum mechanical switch is given which allows for the continual random fluctuations in the warm wet environment of the brain. Among several switch-like entities in the brain, we choose to focus on the sodium channel proteins. After explaining what these are, we analyse the ways in which our definition of a quantum switch can be satisfied by portions of such proteins. We calculate the perturbing effects of (...)
     
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  • The Theory of the Universal Wavefunction.Hugh Everett - 1973 - In B. DeWitt & N. Graham (eds.), The Many-Worlds Interpretation of Quantum Mechanics. Princeton UP.
     
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