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By Claudio Garola, Arcangelo Rossi, Sandro Sozzo

This quantity presents a different evaluation of modern Italian experiences at the foundations of quantum mechanics and similar ancient, philosophical and epistemological issues. a meeting of students from different cultural backgrounds, the convention supplied a discussion board for a desirable alternate of principles and views on a number open questions in quantum mechanics. the numerous nature of the papers during this quantity attests to the fulfillment of that goal with many contributions delivering unique recommendations to verified difficulties by means of making an allowance for thoughts from assorted disciplines.

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Additional resources for The foundations of quantum mechanics: historical analysis and open questions - Cesena 2004; Cesena, Italy, 4 - 9 October 2004

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Quantum Component Systems With reference to Paradigm 3, the question of macroscopic interpretability of quantum component systems already appears after step (1) above, which (for any state Ws of the given system S ) provides (independently of the final measurement of (11^)), the final "before reading" state WA of the external system A. Thus here the relevant structure is the pair {HA,WA) with VV"4 = {WA\WS In general we propose as appropriate ponent system a pair (H, W) structure with H a Hilbert space and G W{HS)}.

World Scientific, Singapore, 1993). 4. R. Haag, in The Physicist's Conception of Nature, J. Mehra ed. (Reidel, Dordrecht, 1973). 5. C. Piron, Foundations of Quantum Physics (Benjamin, Reading, MA, 1976). 6. G. Ludwig, An Axiomatic Basis for Quantum Mechanics, Vol 1 (Springer, Berlin, 1987). 7. J. Von Neumann, Mathematical Foundations of Quantum Mechanics (Princeton University Press, Princeton, New Jersey, 1955). 8. N. Bohr, Phys. Rev. 48, 696 (1935). 9. G. Heisenberg und die Physik unserer Zeit, F.

10. E. B. Davies, Quantum Theory of Open Systems (Academic Press, London, 1976). 11. K. E. Hellwig and K. Kraus, Comm. Math. Phys. 11, 214 (1969). 12. K. Kraus, Lecture Notes in Physics, Vol 190 (Springer, Berlin, 1983). 13. R. Ascoli and R. Urigu, Int. J. Theor. Phys. 36, 1691 (1997). AULETTA* Gregorian University, Rome, Institute of Philosophy, University and of Urbino G. T A R O Z Z I t Institute of Philosophy, University of Urbino Traditionally, three forms of duality were found in quantum mechanics: between the wave—like and the corpuscular behaviour, between unitary dynamics and measurement, and between locality and non-locality.

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