Protective Measurement and Quantum Reality
Herausgeber: Gao, Shan
Protective Measurement and Quantum Reality
Herausgeber: Gao, Shan
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With contributions from two of the original discoverers of protective measurement, this book investigates its broad applications and deep implications.
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With contributions from two of the original discoverers of protective measurement, this book investigates its broad applications and deep implications.
Produktdetails
- Produktdetails
- Verlag: Cambridge University Press
- Seitenzahl: 250
- Erscheinungstermin: 1. Dezember 2014
- Englisch
- Abmessung: 260mm x 183mm x 18mm
- Gewicht: 674g
- ISBN-13: 9781107069633
- ISBN-10: 1107069637
- Artikelnr.: 41612319
- Verlag: Cambridge University Press
- Seitenzahl: 250
- Erscheinungstermin: 1. Dezember 2014
- Englisch
- Abmessung: 260mm x 183mm x 18mm
- Gewicht: 674g
- ISBN-13: 9781107069633
- ISBN-10: 1107069637
- Artikelnr.: 41612319
1. Protective measurements: an introduction Shan Gao; Part I. Fundamentals
and Applications: 2. Protective measurements of the wave function of a
single system Lev Vaidman; 3. Protective measurement, postselection and the
Heisenberg representation Yakir Aharonov and Eliahu Cohen; 4. Protective
and state measurement: a review Gennaro Auletta; 5. Determination of the
stationary basis from protective measurement on a single system Lajos
Diósi; 6. Weak measurements, the energy-momentum tensor and the Bohm
approach Robert Flack and Basil J. Hiley; Part II. Meanings and
Implications: 7. Measurement and metaphysics Peter J. Lewis; 8. Protective
measurements and the explanatory gambit Michael Dickson; 9. Realism and
instrumentalism about the wave function: how should we choose? Mauro Dorato
and Frederico Laudisa; 10. Protective measurements and the PBR theorem Guy
Hetzroni and Daniel Rohrlich; 11. The roads not taken: empty waves,
waveform collapse and protective measurement in quantum theory Peter
Holland; 12. Implications of protective measurements on de Broglie¿Bohm
trajectories Aurelien Drezet; 13. Entanglement, scaling, and the meaning of
the wave function in protective measurement Maximilian Schlosshauer and
Tangereen V. B. Claringbold; 14. Protective measurements and the nature of
the wave function within the primitive ontology approach Vincent Lam; 15.
Reality and meaning of the wave function Shan Gao; Index.
and Applications: 2. Protective measurements of the wave function of a
single system Lev Vaidman; 3. Protective measurement, postselection and the
Heisenberg representation Yakir Aharonov and Eliahu Cohen; 4. Protective
and state measurement: a review Gennaro Auletta; 5. Determination of the
stationary basis from protective measurement on a single system Lajos
Diósi; 6. Weak measurements, the energy-momentum tensor and the Bohm
approach Robert Flack and Basil J. Hiley; Part II. Meanings and
Implications: 7. Measurement and metaphysics Peter J. Lewis; 8. Protective
measurements and the explanatory gambit Michael Dickson; 9. Realism and
instrumentalism about the wave function: how should we choose? Mauro Dorato
and Frederico Laudisa; 10. Protective measurements and the PBR theorem Guy
Hetzroni and Daniel Rohrlich; 11. The roads not taken: empty waves,
waveform collapse and protective measurement in quantum theory Peter
Holland; 12. Implications of protective measurements on de Broglie¿Bohm
trajectories Aurelien Drezet; 13. Entanglement, scaling, and the meaning of
the wave function in protective measurement Maximilian Schlosshauer and
Tangereen V. B. Claringbold; 14. Protective measurements and the nature of
the wave function within the primitive ontology approach Vincent Lam; 15.
Reality and meaning of the wave function Shan Gao; Index.
1. Protective measurements: an introduction Shan Gao; Part I. Fundamentals
and Applications: 2. Protective measurements of the wave function of a
single system Lev Vaidman; 3. Protective measurement, postselection and the
Heisenberg representation Yakir Aharonov and Eliahu Cohen; 4. Protective
and state measurement: a review Gennaro Auletta; 5. Determination of the
stationary basis from protective measurement on a single system Lajos
Diósi; 6. Weak measurements, the energy-momentum tensor and the Bohm
approach Robert Flack and Basil J. Hiley; Part II. Meanings and
Implications: 7. Measurement and metaphysics Peter J. Lewis; 8. Protective
measurements and the explanatory gambit Michael Dickson; 9. Realism and
instrumentalism about the wave function: how should we choose? Mauro Dorato
and Frederico Laudisa; 10. Protective measurements and the PBR theorem Guy
Hetzroni and Daniel Rohrlich; 11. The roads not taken: empty waves,
waveform collapse and protective measurement in quantum theory Peter
Holland; 12. Implications of protective measurements on de Broglie¿Bohm
trajectories Aurelien Drezet; 13. Entanglement, scaling, and the meaning of
the wave function in protective measurement Maximilian Schlosshauer and
Tangereen V. B. Claringbold; 14. Protective measurements and the nature of
the wave function within the primitive ontology approach Vincent Lam; 15.
Reality and meaning of the wave function Shan Gao; Index.
and Applications: 2. Protective measurements of the wave function of a
single system Lev Vaidman; 3. Protective measurement, postselection and the
Heisenberg representation Yakir Aharonov and Eliahu Cohen; 4. Protective
and state measurement: a review Gennaro Auletta; 5. Determination of the
stationary basis from protective measurement on a single system Lajos
Diósi; 6. Weak measurements, the energy-momentum tensor and the Bohm
approach Robert Flack and Basil J. Hiley; Part II. Meanings and
Implications: 7. Measurement and metaphysics Peter J. Lewis; 8. Protective
measurements and the explanatory gambit Michael Dickson; 9. Realism and
instrumentalism about the wave function: how should we choose? Mauro Dorato
and Frederico Laudisa; 10. Protective measurements and the PBR theorem Guy
Hetzroni and Daniel Rohrlich; 11. The roads not taken: empty waves,
waveform collapse and protective measurement in quantum theory Peter
Holland; 12. Implications of protective measurements on de Broglie¿Bohm
trajectories Aurelien Drezet; 13. Entanglement, scaling, and the meaning of
the wave function in protective measurement Maximilian Schlosshauer and
Tangereen V. B. Claringbold; 14. Protective measurements and the nature of
the wave function within the primitive ontology approach Vincent Lam; 15.
Reality and meaning of the wave function Shan Gao; Index.