Registro:

Referencias:

• Bub, J., (1997) Interpreting the quantum world, , Cambridge University Press, Cambridge
• Cohen-Tannoudji, C., Diu, B., Laloë, F., (1977) Quantum mechanics, , John Wiley and Sons, London
• Dalla Chiara, M., Giuntini, R., Greechie, R., (2004) Reasoning in quantum theory, , Kluwer Academic Publishers, Dordrecht
• DeWitt, B., The many-universes interpretation of quantum mechanics (1973), pp. 167-218. , In Foundations of quantum mechanics. Academic Press, New York; DeWitt, B., Graham, N., (1973) The many-worlds interpretation of quantum mechanics, , Princeton University Press, Princeton
• Dickson, W.M., (1998) Quantum chance and nonlocality. Probability and nonlocality in the interpretations of quantum mechanics, , Cambridge University Press, Cambridge
• Dickson, W.M., Quantum logic is alive ∧ (It is true ∨ It is false) (2001), 3, pp. S274-S287. , In Proceedings of the philosophy of science association; Dieks, D., The formalism of quantum theory. An objective description of reality (1988) Annalen der Physik, 7, pp. 174-190
• Dieks, D., Quantum mechanics without the projection postulate and its realistic interpretation (1989) Foundations of Physics, 19, pp. 1397-1423
• Dieks, D., Probability in the modal interpretation of quantum mechanics (2007) Studies in History and Philosophy of Modern Physics, 38, pp. 292-310
• Dieks, D., Quantum mechanics, chance and modality (2010) Philosophica, 83, pp. 117-137
• Dirac, P.A.M., (1974) The principles of quantum mechanics, , Oxford University Press, London
• Domenech, G., Freytes, H., Contextual logic for quantum systems (2005) Journal of Mathematical Physics, 46, pp. 0121021-0121029
• Domenech, G., Freytes, H., de Ronde, C., Scopes and limits of modality in quantum mechanics (2006) Annalen der Physik, 15, pp. 853-860
• Domenech, G., Freytes, H., de Ronde, C., A topological study of contextuality and modality in quantum mechanics (2008) International Journal of Theoretical Physics, 47, pp. 168-174
• Domenech, G., Freytes, H., de Ronde, C., Modal-type orthomodular logic (2009) Mathematical Logic Quarterly, 3, pp. 307-319
• Domenech, G., Freytes, H., de Ronde, C., Many worlds and modality in the interpretation of quantum mechanics. An algebraic approach (2009) Journal of Mathematical Physics, 50, p. 072108
• Döring, A., Isham, C.J., A topos foundation for theories of physics. I. Formal languages for physics (2008) Journal of Mathematical Physics, 49, p. 053515
• Döring, A., Isham, C.J., Classical and quantum probabilities as truth values (2012) Journal of Mathematical Physics, 53, p. 032101
• Everett, H., 'Relative state' formulation of quantum mechanics (1957) Reviews of Modern Physics, 29, pp. 454-462
• Everett, H., The theory of the universal wave function (1973) The many-worlds interpretation of quantum mechanics, , Princeton University Press, Princeton, S. DeWitt, S. Graham (Eds.)
• Ghirardi, G.C., Rimini, A., Weber, T., Unified dynamics for microscopic and macroscopic systems (1986) Physical Review D, 34, pp. 470-491
• Heisenberg, W., Development of concepts in the history of quantum theory (1973) The physicist's conception of nature, pp. 264-275. , Reidel, Dordrecht, J. Mehra (Ed.)
• Kalman, J.A., Lattices with involution (1958) Transactions of the American Mathematical Society, 87, pp. 485-491
• Kalmbach, G., (1983) Ortomodular lattices, , Academic Press, London
• Kochen, S., Specker, E., On the problem of hidden variables in quantum mechanics (1967) Journal of Mathematics and Mechanics, 17, pp. 59-87. , (Reprinted in Hooker, 1975, 293-328)
• Lewis, D., (1986) On the plurality of worlds, , Blackwell Publishers, Harvard
• Maeda, F., Maeda, S., (1970) Theory of symmetric lattices, , Springer-Verlag, Berlin
• Rédei, M., Von Neumann's concept of quantum logic and quantum probability (2001) John von Neumann and the foundations of quantum physics, pp. 153-172. , Kluwer Academic Publishers, Dordrecht, M. Rédei, M. Stötzner (Eds.)
• De Ronde, C., The contextual and modal character of quantum mechanics: A formal and philosophical analysis in the foundations of physics (Ph.D. Dissertation) (2011), Utrecht University; Sakurai, J.J., Napolitano, J., (2010) Modern quantum mechanics, , Addison-Wesley, London
• Van Fraassen, B.C., A modal interpretation of quantum mechanics (1981) Current issues in quantum logic, pp. 229-258. , Plenum, New York, E.G. Beltrametti, B.C. van Fraassen (Eds.)
• Van Fraassen, B.C., (1991) Quantum mechanics. An empiricist view, , Clarendon, Oxford
• Vermaas, P.E., (1999) A philosophers understanding of quantum mechanics, , Cambridge University Press, Cambridge
• Vermaas, P.E., Dieks, D., The modal interpretation of quantum mechanics and its generalization to density operators (1995) Foundations of Physics, 25, pp. 145-158
• Von Neumann, J., (1996) Mathematical foundations of quantum mechanics, , Princeton University Press, Princeton

Citas:

---------- APA ----------

---------- CHICAGO ----------

---------- MLA ----------

---------- VANCOUVER ----------