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Princeton University Press, Princeton, NJ
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See, for example, the Introduction of Quantum Theory and Measurement, edited by J.A. Wheeler and W.H. Zurek (Princeton University Press, Princeton, NJ, 1983).
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Quantum Theory and Measurement
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See in particular the letters in Phys. Today 52 (2), 11 (1999), concerning the two-part article by S. Goldstein, ibid. 51 (3), 42 (1998); 51 (4), 38 (1998), and the letters in ibid. 52 (1), 15 (1999), concerning the article by M. Beller, ibid. 51 (9), 29 (1998).
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Phys. Today
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See in particular the letters in Phys. Today 52 (2), 11 (1999), concerning the two-part article by S. Goldstein, ibid. 51 (3), 42 (1998); 51 (4), 38 (1998), and the letters in ibid. 52 (1), 15 (1999), concerning the article by M. Beller, ibid. 51 (9), 29 (1998).
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Phys. Today
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Goldstein, S.1
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4
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4243937014
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See in particular the letters in Phys. Today 52 (2), 11 (1999), concerning the two-part article by S. Goldstein, ibid. 51 (3), 42 (1998); 51 (4), 38 (1998), and the letters in ibid. 52 (1), 15 (1999), concerning the article by M. Beller, ibid. 51 (9), 29 (1998).
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Phys. Today
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See in particular the letters in Phys. Today 52 (2), 11 (1999), concerning the two-part article by S. Goldstein, ibid. 51 (3), 42 (1998); 51 (4), 38 (1998), and the letters in ibid. 52 (1), 15 (1999), concerning the article by M. Beller, ibid. 51 (9), 29 (1998).
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Phys. Today
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See in particular the letters in Phys. Today 52 (2), 11 (1999), concerning the two-part article by S. Goldstein, ibid. 51 (3), 42 (1998); 51 (4), 38 (1998), and the letters in ibid. 52 (1), 15 (1999), concerning the article by M. Beller, ibid. 51 (9), 29 (1998).
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Phys. Today
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e-print quant-ph/9609013
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See, e.g., N.D. Mermin, e-print quant-ph/9609013, p. 13: "So what do measurement, or classical domain, or knowledge have to do with objective reality? Nothing - nothing whatever. They have to do with us."
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So What Do Measurement, or Classical Domain, or Knowledge Have to Do with Objective Reality? Nothing - Nothing Whatever. They Have to Do with Us
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Academic, New York
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Note that it is this preservation of the original coherence that distinguishes the generalized measurement postulate from a projection onto nonorthogonal states given by a positive valued operator measure as described, e.g., in C.W. Heistrom, Quantum Detection and Estimation Theory (Academic, New York, 1976).
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Quantum Detection and Estimation Theory
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This consideration is well known from the study of so-called cat states. For a discussion, see, e.g., S. Haroche, Phys. Today 51 (7), 36 (1998).
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J.S. Bell, Physics (Long Island City, N.Y.) 1, 195 (1964).
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