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Informationen zum Autor Shan Gao is Professor of Philosophy at the Research Center for Philosophy of Science and Technology at Shanxi University. He is the founder and managing editor of the International Journal of Quantum Foundations, and is the author of several books including the recent monograph The Meaning of the Wave Function: In Search of the Ontology of Quantum Mechanics (Cambridge, 2017). His research focuses on the philosophy of physics and foundations of quantum mechanics. He is also interested in the philosophy of mind and the philosophy of science. Klappentext An overview of the collapse theories of quantum mechanics written by distinguished physicists and philosophers of physics. Zusammenfassung An overview of the collapse theories of quantum mechanics. Written by distinguished physicists and philosophers of physics! it discusses the origin and implications of wave-function collapse! the controversies around collapse models and their ontologies! and new arguments for the reality of wave function collapse. Inhaltsverzeichnis List of contributors; Preface; Part I. Models: 1. How to teach and think about spontaneous wave function collapse theories: not like before Lajos Diósi; 2. What really matters in Hilbert-space stochastic processes Giancarlo Ghirardi, Oreste Nicrosini and Alberto Rimini; 3. Dynamical collapse for photons Philip Pearle; 4. Quantum state reduction Dorje C. Brody and Lane P. Hughston; 5. Collapse models and spacetime symmetries Daniel J. Bedingham; Part II. Ontology: 6. Ontology for collapse theories Wayne C. Myrvold; 7. Properties and the born rule in GRW Theory Roman Frigg; 8. Paradoxes and primitive ontology in collapse theories of quantum mechanics Roderich Tumulka; 9. On the status of primitive ontology Peter J. Lewis; 10. Collapse or no collapse? What is the best ontology of quantum mechanics in the primitive ontology framework? Michael Esfeld; Part III. Origin: 11. Quantum state reduction via gravity, and possible tests using Bose-Einstein condensates Ivette Fuentes and Roger Penrose; 12. Collapse. What else? Nicolas Gisin; 13. Three arguments for the reality of wave-function collapse Shan Gao; Part IV. Implications: 14. Could inelastic interactions induce quantum probabilistic transitions? Nicholas Maxwell; 15. How the Schrödinger Equation would predict collapse: an explicit mechanism Roland Omnes; 16. Wave function collapse, non-locality, and space-time structure Tejinder P. Singh; 17. The weight of collapse: dynamical reduction models in general relativistic contexts Elias Okon and Daniel Sudarsky; Index....
