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Schrodinger's Cat

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  1. Robert J. Brecha (2002). Schrodinger's Cat and Divine Action: Some Comments on the Use of Quantum Uncertainty to Allow for God's Action in the World. Zygon 37 (4):909-924.
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  2. Jeffrey Bub (1979). Some Reflections on Quantum Logic and Schrödinger's Cat. British Journal for the Philosophy of Science 30 (1):27-39.
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  3. Jack M. Holtzman (1988). A Note on Schrödinger's Cat and the Unexpected Hanging Paradox. British Journal for the Philosophy of Science 39 (3):397-401.
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  4. Frank Jackson & Graham Priest (2004). Lewisian Themes: The Philosophy of David K. Lewis. Oxford University Press.
    David Lewis's untimely death on 14 October 2001 deprived the philosophical community of one of the outstanding philosophers of the 20th century. As many obituaries remarked, Lewis has an undeniable place in the history of analytical philosophy. His work defines much of the current agenda in metaphysics, philosophical logic, and the philosophy of mind and language. This volume, an expanded edition of a special issue of the Australasian Journal of Philosophy, covers many of the topics for which Lewis was well (...)
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  5. David Lewis (2004). How Many Lives Has Schrodinger's Cat? Australasian Journal of Philosophy 82 (1):3-22.
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  6. David Lewis (2004). How Many Lives has Schrödinger's Cat? Australasian Journal of Philosophy 82 (1):3 – 22.
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  7. Peter J. Lewis (2000). What is It Like to Be Schrödinger's Cat? Analysis 60 (265):22–29.
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  8. David Papineau (2004). David Lewis and Schrödinger's Cat. Australasian Journal of Philosophy 82 (1):153 – 169.
    In 'How Many Lives Has Schrödinger's Cat?' David Lewis argues that the Everettian no-collapse interpretation of quantum mechanics is in a tangle when it comes to probabilities. This paper aims to show that the difficulties that Lewis raises are insubstantial. The Everettian metaphysics contains a coherent account of probability. Indeed it accounts for probability rather better than orthodox metaphysics does.
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  9. David Papineau (2003). Why You Don’T Want to Get in the Box with Schrödinger's Cat. Analysis 63 (277):51–58.
    By way of an example, Lewis imagines your being invited to join Schrödinger’s cat in its box for an hour. This box will either fill up with deadly poison fumes or not, depending on whether or not some radioactive atom decays, the probability of decay within an hour being 50%. The invitation is accompanied with some further incentive to comply (Lewis sets it up so there is a significant chance of some pretty bad but not life-threatening punishment if you don’t (...)
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  10. Paul Tappenden (2004). The Ins and Outs of Schrödinger's Cat Box: A Response to Papineau. Analysis 64 (2):157–164.
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