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Quantum Logic in Algebraic Approach Miklos Redei

Quantum Logic in Algebraic Approach By Miklos Redei

Quantum Logic in Algebraic Approach by Miklos Redei


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Summary

Presents quantum logic in relation to von Neumann algebra theory. This book reconstructs and reevaluates the Birkhoff-von Neumann concept of quantum logic. It also covers recent results such as the violation of Bell's inequality in relativistic quantum field theory and the logical independence of von Neumann lattices.

Quantum Logic in Algebraic Approach Summary

Quantum Logic in Algebraic Approach by Miklos Redei

This work has grown out of the lecture notes that were prepared for a series of seminars on some selected topics in quantum logic. The seminars were delivered during the first semester of the 1993/1994 academic year in the Unit for Foundations of Science of the Department of History and Foundations of Mathematics and Science, Faculty of Physics, Utrecht University, The Netherlands, while I was staying in that Unit on a European Community Research Grant, and in the Center for Philosophy of Science, University of Pittsburgh, U. S. A. , where I was staying during the 1994/1995 academic year as a Visiting Fellow on a Fulbright Research Grant, and where I also was supported by the Istvan Szechenyi Scholarship Foundation. The financial support provided by these foundations, by the Center for Philosophy of Science and by the European Community is greatly acknowledged, and I wish to thank D. Dieks, the professor of the Foundations Group in Utrecht and G. Massey, the director of the Center for Philosophy of Science in Pittsburgh for making my stay at the respective institutions possible. I also wish to thank both the members of the Foundations Group in Utrecht, especially D. Dieks, C. Lutz, F. Muller, J. Uffink and P. Vermaas and the participants in the seminars at the Center for Philosophy of Science in Pittsburgh, especially N. Belnap, J. Earman, A. Janis, J. Norton, and J.

Quantum Logic in Algebraic Approach Reviews

`As an extraordinarily readable monograph with a well-chosen topic, the book can be highly recommended to students and researchers in quantum physics as well as in mathematical fields related to quantum mechanics.'
Zentralblatt MATH, 910 (1999)

Table of Contents

1 Introduction.- 2 Observables and states in the Hilbert space formalism of quantum mechanics.- 3 Lattice theoretic notions.- 4 Hilbert lattice.- 5 Physical theory in semantic approach.- 6 Von Neumann lattices.- 7 The Birkhoff-von Neumann concept of quantum logic.- 8 Quantum conditional and quantum conditional probability.- 9 The problem of hidden variables.- 10 Violation of Bells inequality in quantum field theory.- 11 Independence in quantum logic approach.- 12 Reichenbachs common cause principle and quantum field theory.- References.

Additional information

NPB9780792349037
9780792349037
0792349032
Quantum Logic in Algebraic Approach by Miklos Redei
New
Hardback
Springer
1998-01-31
243
N/A
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