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Referencias:

• Abraham, R., Marsden, J.E., (1967) Foundations of Mechanics, , Benjamin, New York
• Antoniou, I., Suchanecki, Z., Laura, R., Tasaki, S., Intrinsic irreversibility of quantum systems with diagonal singularity (1997) Physica A, 241, pp. 737-772
• Batterman, R.W., Chaos, quantization and the correspondence principle (1991) Synthese, 89, pp. 189-227
• Bayen, F., Flato, M., Fronsdal, C., Lichnerowicz, A., Sternheimer, D., Deformation theory and quantization II. Physical applications (1978) Annals of Physics, 110, pp. 111-151
• Belot, G., Earman, J., Chaos out of order: Quantum mechanics, the correspondence principle and chaos (1997) Studies in History and Philosophy of Modern Physics, 28, pp. 147-182
• Benatti, F., (1993) Deterministic Chaos in Infinite Quantum Systems, , Springer, New York
• Berry, M.V., Quantum chaology, not quantum chaos (1989) Physica Scripta, 40, pp. 335-336
• Berry, M.V., Some quantum-to-classical asymptotics (1991) Chaos and Quantum Physics, , Giannoni M.J., Voros A., and Zinn-Justin J. (Eds), North Holland, Amsterdam
• Bruer, J.T., The classical limit of quantum theory (1982) Synthese, 50, pp. 167-212
• Casati, G., Prosen, T., (2004) Quantum chaos and the double-slit experiment, , Los Alamos National Laboratory, CD/0403038
• Castagnino, M., The classical-statistical limit of quantum mechanics (2004) Physica A, 335, pp. 511-518
• Castagnino, M., Classical limit of non-integrable sytems (2005) Brazilian Journal of Physics, 35, pp. 375-379
• Castagnino, M., The equilibrium limit of the Casati-Prosen model (2006) Physics Letters A, 357, pp. 97-100
• Castagnino, M., Gadella, M., The problem of the classical limit of quantum mechanics and the role of self-induced decoherence (2006) Foundations of Physics, 36, pp. 920-952
• Castagnino, M., Laura, R., Functional approach to quantum decoherence and the classical final limit (2000) Physical Review A, 62, p. 022107
• Castagnino, M., Laura, R., Functional approach to quantum decoherence and the classical limit: the Mott and cosmological problems (2000) International Journal of Theoretical Physics, 39, pp. 1737-1765
• Castagnino, M., Lombardi, O., The self-induced approach to decoherence in cosmology (2003) International Journal of Theoretical Physics, 42, pp. 1281-1299
• Castagnino, M., Lombardi, O., Self-induced decoherence: A new approach (2004) Studies in History and Philosophy of Modern Physics, 35, pp. 73-107
• Castagnino, M., Lombardi, O., Decoherence time in self-induced decoherence (2005) Physical Review A, 72, p. 012102
• Castagnino, M., Lombardi, O., The classical limit of non-integrable quantum systems, a route to quantum chaos (2006) Chaos, Solitons and Fractals, 28, pp. 879-898
• Castagnino, M., Ordoñez, A., Algebraic formulation of quantum decoherence (2004) International Journal of Theoretical Physics, 43, pp. 695-719
• Ford, J., Mantica, G., Ristow, G.H., The Arnol'd cat: Failure of the correspondence principle (1991) Physica D, 50, pp. 493-520
• Ford, J., Mantica, G., Does quantum mechanics obey the correspondence principle? Is it complete? (1992) American Journal of Physics, 60, pp. 1086-1098
• Ghirardi, G.C., Rimini, A., Weber, T., Unified dynamics for microscopic and macroscopic systems (1986) Physical Review D, 34, pp. 470-491
• Hillery, M., O'Connell, R.F., Scully, M.O., Wigner, E.P., Distribution functions in physics: Fundamentals (1984) Physics Reports, 106, pp. 121-167
• Iguri, S., Castagnino, M., The formulation of quantum mechanics in terms of nuclear algebras (1999) International Journal of Theoretical Physics, 38, pp. 143-164
• Koopman, B.O., Hamiltonian systems and transformations in Hilbert space (1931) Proceedings of the National Academy of Sciences, 18, pp. 315-318
• Kronz, F.M., Nonseparability and quantum chaos (1998) Philosophy of Science, 65, pp. 50-75
• Lasota, A., Mackey, M.C., (1985) Probabilistic Properties of Deterministic Systems, , Cambridge University Press, Cambridge
• Laura, R., Castagnino, M., Minimal irreversible quantum mechanics: Mixed states and the diagonal singularity (1998) Physical Review A, 57, pp. 4140-4152
• Laura, R., Castagnino, M., Functional approach for quantum systems with continuous spectrum (1998) Physical Review E, 57, pp. 3948-3961
• Leggett, A.J., Quantum measurement at the macroscopic level (1986) The Lessons of Quantum Theory, , de Boer J., Dal E., and Ulfbeck O. (Eds), Elsevier, Amsterdam
• Lombardi, O., El problema de la ergodicidad en mecánica estadística (2003) Crítica, 35, pp. 3-41
• Paz, J.P., Zurek, W.H., (2000) Environment-induced decoherence and the transition from quantum to classical, , Los Alamos National Laboratory, quant-ph/0010011
• Rohrlich, F., The logic of reduction: The case of gravitation (1989) Foundations of Physics, 19, pp. 1151-1170
• Schuster, H.G., (1984) Deterministic Chaos, , VCH, Weinheim
• Stamp, P.C.E., Magnets get their act together (1992) Nature, 359, pp. 365-366
• Treves, A., (1967) Topological Vector Spaces, Distributions and Kernels, , Academic Press, New York
• van Hove, L., Energy corrections and persistent perturbation effects in continuous spectra (1955) Physica, 21, pp. 901-923
• Weinberg, S., Testing quantum mechanics (1989) Annals of Physics, 194, pp. 336-386
• Zurek, W.H., Decoherence, einselection, and the quantum origins of the classical (2003) Reviews of Modern Physics, 75, pp. 715-776
• Zurek, W.H., Paz, J.P., Decoherence, chaos and the second law (1994) Physical Review Letters, 72, pp. 2508-2511

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