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Referencias:

• Antoniou, I., Suchanecki, Laura, R., Tasaki, S., (1997) Physica A, 241, p. 737
• Bacciagaluppi, G., Hemmo, M., (1994) Phyl. Scie. Ass., 1, p. 345
• Ballentine, L., (1998) Quantum Mechanics, a Modern Development, , World Scientific, Singapore
• Bélanger, A., Thomas, G.F., Positive forms on nuclear *-algebras and their integral representation (1990) Canadian Journal of Mathematics, 42 (3), p. 410
• Bohm, A., The rigged hilbert space and quantum mechanics (1978) Lecture Notes in Physics, No. 78, 78. , Springer-Verlag, Berlin
• Borchers, H.J., Algebraic aspects of wightman fields theory (1972) Statistical Mechanics and Field Theory, , Halsted Press, New York
• Castagnino, M., Laura, R., (2000) Physical Review A, 62, p. 022107
• Castagnino, M., Laura, R., Functional approach to quantum decoherence II (2001) Physical Review, 4. , lanl quant-ph/0103107
• Castagnino, M., Laura, R., Id Betan, R., (2000) International Journal of Theoretical Physics, 39, p. 1737
• Gaioli, F., García, Alvarez, E., International Journal of Theoretical Physics, , in press
• Gelfand, I., Vilenkin, N.Y., (1967) Les Distributions, 4. , Dunod, Paris
• Gell-mann, M. and Hartle, J. (1994). Preprint USCSRTH-94-09; Giuliani, D., (1996) Decoherence and the Appearance of the Classical World in Quantum Theory, , Springer-Verlag, Berlin
• Griffith, J., (1984) Journal of Statistical Physics, 36, p. 219
• Halliwell, J.J., (1994) Physical Origins of Time Asymmetry, , Cambridge University Press, Cambridge
• Hegerfeldt, G.C., Extremal decomposition of Wightman functions and states on nuclear *-algebras by Choquet theory (1975) Communications in Mathematical Physics, 45, p. 133
• Iguri, S., Castagnino, M., The formulation of quantum mechanics in terms of nuclear algebras (1999) International Journal of Theoretical Physics, 38 (1)
• Jordan, T.F., (1975) American Journal of Physics, 43, p. 1089
• Laura, R., Castagnino, M., (1998) Physical Review A, 57 (5), p. 4140
• Laura, R., Castagnino, M., Id Betan, R., (1999) Pysica A, 271, p. 357
• Naimark, M.A., (1964) Normed Rings, , P. Noordhoff, Groningen
• Omnés, R., (1988) Journal of Statistical Physics, 53, p. 893
• Omnés, R., (1990) Annals of Physics, 201, p. 354
• Omnés, R., (1992) Review of Modern Physics, 64, p. 339
• Paz, J.P., Zurek, W.H., (1993) Physical Review D, 48, p. 2728
• Paz, J.P., Zurek, W.H., (2000) Environment-Induced Decoherence and the Transition from Quantum to Classical, , (72nd Les Houches Summer School on "Coherent Matter Waves," 1999), Los Alamos, (quant-ph/0010011)
• Pietsch, A., (1972) Nuclear Locally Convex Spaces, , Springer-Verlag, Heidelberg
• Reed, M., Simon, B., (1980) Methods of Modern Mathematical Physics, 1. , Academic Press, New York
• Rudin, W., (1979) Functional Analysis, , McGraw-Hill, Ed. Reverté, Barcelona
• Treves, F., (1967) Topological Vector Spaces, Distributions and Kernels, , Academic Press, New York
• Van Hove, L., (1955) Physica (Amesterdam), 21, p. 901
• Van Hove, L., (1956) Physica (Amesterdam), 22, p. 343
• Van Hove, L., (1957) Physica (Amesterdam), 23, p. 268
• Van Hove, L., (1959) Physica (Amesterdam), 25, p. 268
• Zurek, W.H., (2001) Decoherence, Eigenselection, and the Quantum Origin of the Classical, , Los Alamos, (quant-ph/0105127)

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