What Can We Learn from Entanglement and Quantum Tomography?

Entanglement has become a hot topic in nuclear and particle physics, although many physicists are not sure they know what it means. We maintain that an era of understanding and using quantum mechanics on a dramatically new basis has arrived. We review a viewpoint that treats the subject as being pri...

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Main Author: John P. Ralston
Format: Article
Language:English
Published: MDPI AG 2022-11-01
Series:Physics
Subjects:
Online Access:https://www.mdpi.com/2624-8174/4/4/88
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author John P. Ralston
author_facet John P. Ralston
author_sort John P. Ralston
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description Entanglement has become a hot topic in nuclear and particle physics, although many physicists are not sure they know what it means. We maintain that an era of understanding and using quantum mechanics on a dramatically new basis has arrived. We review a viewpoint that treats the subject as being primarily descriptive and completely free of the intellectual straitjackets and mysticism argued over long ago. Quantum probability is an extension of classical probability, but with universal uses. Density matrices describe systems where entanglement or its absence is a classification tool. Most of these have been known for decades, but there is a new way of understanding them that is liberated from the narrow outlook of the early days.
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spelling doaj.art-89cb309ac09147d5b859e0a33e780a992023-11-24T17:26:39ZengMDPI AGPhysics2624-81742022-11-01441371138310.3390/physics4040088What Can We Learn from Entanglement and Quantum Tomography?John P. Ralston0Department of Physics & Astronomy, University of Kansas, Lawrence, KS 66045, USAEntanglement has become a hot topic in nuclear and particle physics, although many physicists are not sure they know what it means. We maintain that an era of understanding and using quantum mechanics on a dramatically new basis has arrived. We review a viewpoint that treats the subject as being primarily descriptive and completely free of the intellectual straitjackets and mysticism argued over long ago. Quantum probability is an extension of classical probability, but with universal uses. Density matrices describe systems where entanglement or its absence is a classification tool. Most of these have been known for decades, but there is a new way of understanding them that is liberated from the narrow outlook of the early days.https://www.mdpi.com/2624-8174/4/4/88data analysisquantum tomographyentanglementfactorization
spellingShingle John P. Ralston
What Can We Learn from Entanglement and Quantum Tomography?
Physics
data analysis
quantum tomography
entanglement
factorization
title What Can We Learn from Entanglement and Quantum Tomography?
title_full What Can We Learn from Entanglement and Quantum Tomography?
title_fullStr What Can We Learn from Entanglement and Quantum Tomography?
title_full_unstemmed What Can We Learn from Entanglement and Quantum Tomography?
title_short What Can We Learn from Entanglement and Quantum Tomography?
title_sort what can we learn from entanglement and quantum tomography
topic data analysis
quantum tomography
entanglement
factorization
url https://www.mdpi.com/2624-8174/4/4/88
work_keys_str_mv AT johnpralston whatcanwelearnfromentanglementandquantumtomography