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- Ensemble_interpretation abstract "The ensemble interpretation, or statistical interpretation of quantum mechanics, is an interpretation that can be viewed as a minimalist interpretation; it is a quantum mechanical interpretation that claims to make the fewest assumptions associated with the standard mathematical formalization. At its heart, it takes to the fullest extent the statistical interpretation of Max Born for which he won the Nobel Prize in Physics. The interpretation states that the wave function does not apply to an individual system – or for example, a single particle – but is an abstract mathematical, statistical quantity that only applies to an ensemble of similarly prepared systems or particles. Probably the most notable supporter of such an interpretation was Albert Einstein:The attempt to conceive the quantum-theoretical description as the complete description of the individual systems leads to unnatural theoretical interpretations, which become immediately unnecessary if one accepts the interpretation that the description refers to ensembles of systems and not to individual systems.—Albert EinsteinTo date, probably the most prominent advocate of the ensemble interpretation is Leslie E. Ballentine, Professor at Simon Fraser University, and writer of the graduate-level textbook "Quantum Mechanics, A Modern Development".The ensemble interpretation, unlike many other interpretations of quantum mechanics, does not attempt to justify, or otherwise derive, or explain quantum mechanics from any deterministic process, or make any other statement about the real nature of quantum phenomena; it is simply a statement as to the manner of wave function interpretation.".
- Ensemble_interpretation wikiPageExternalLink 0910.2724.
- Ensemble_interpretation wikiPageExternalLink p03-113.pdf.
- Ensemble_interpretation wikiPageExternalLink On%20the%20Postulates%20of%20Quantum%20Mechanics.pdf.
- Ensemble_interpretation wikiPageExternalLink siq.html.
- Ensemble_interpretation wikiPageExternalLink index.html.
- Ensemble_interpretation wikiPageExternalLink einstein.htm.
- Ensemble_interpretation wikiPageExternalLink ensemble.
- Ensemble_interpretation wikiPageExternalLink stat.php.
- Ensemble_interpretation wikiPageID "7392872".
- Ensemble_interpretation wikiPageRevisionID "605993516".
- Ensemble_interpretation hasPhotoCollection Ensemble_interpretation.
- Ensemble_interpretation subject Category:Interpretations_of_quantum_mechanics.
- Ensemble_interpretation subject Category:Quantum_measurement.
- Ensemble_interpretation subject Category:Quantum_mechanics.
- Ensemble_interpretation type Abstraction100002137.
- Ensemble_interpretation type Cognition100023271.
- Ensemble_interpretation type Content105809192.
- Ensemble_interpretation type Interpretation105928513.
- Ensemble_interpretation type InterpretationsOfQuantumMechanics.
- Ensemble_interpretation type PsychologicalFeature100023100.
- Ensemble_interpretation type Representation105926676.
- Ensemble_interpretation comment "The ensemble interpretation, or statistical interpretation of quantum mechanics, is an interpretation that can be viewed as a minimalist interpretation; it is a quantum mechanical interpretation that claims to make the fewest assumptions associated with the standard mathematical formalization. At its heart, it takes to the fullest extent the statistical interpretation of Max Born for which he won the Nobel Prize in Physics.".
- Ensemble_interpretation label "Ensemble interpretation".
- Ensemble_interpretation label "Interpretación estadística de la mecánica cuántica".
- Ensemble_interpretation label "系綜詮釋".
- Ensemble_interpretation sameAs Interpretación_estadística_de_la_mecánica_cuántica.
- Ensemble_interpretation sameAs 앙상블_해석.
- Ensemble_interpretation sameAs m.02609p5.
- Ensemble_interpretation sameAs Q869255.
- Ensemble_interpretation sameAs Q869255.
- Ensemble_interpretation sameAs Ensemble_interpretation.
- Ensemble_interpretation wasDerivedFrom Ensemble_interpretation?oldid=605993516.
- Ensemble_interpretation isPrimaryTopicOf Ensemble_interpretation.