Difference between revisions of "Book/Speakable and Unspeakable in Quantum Mechanics"
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=Important content= | =Important content= | ||
On page 27, Bell said: | On page 27, Bell said: | ||
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|text=It remains a logical possibility that it is the act of consciousness which is ultimately responsible for the reduction of the wave packet9. | |||
|sign=John Bell in the chapter on The moral aspect of quantum mechanics | |||
}} | |||
For a short review on Bell's inequality, please watch this video:[[Video/Bell's Inequality: The weirdest theorem in the world|Bell's Inequality: The weirdest theorem in the world]]<ref>{{:Video/Bell's Inequality: The weirdest theorem in the world}}</ref>. | For a short review on Bell's inequality, please watch this video:[[Video/Bell's Inequality: The weirdest theorem in the world|Bell's Inequality: The weirdest theorem in the world]]<ref>{{:Video/Bell's Inequality: The weirdest theorem in the world}}</ref>. | ||
On page | On page | ||
=References= | =References= | ||
<references/> | <references/> |
Revision as of 15:04, 2 December 2022
Bell, John (1987). Speakable and Unspeakable in Quantum Mechanics (PDF) (First ed.). local page. ISBN 0-521-36869-3.
This is the book that collects John Bell's paper, and it includes very seminal papers that explains the boundaries of physics, information, and ethics. This is a must read for Data Science. This book has a sequel[1] by Reinhold Bertlmann and Anton Zeilinger as editors.
Important content
On page 27, Bell said:
It remains a logical possibility that it is the act of consciousness which is ultimately responsible for the reduction of the wave packet9.
— John Bell in the chapter on The moral aspect of quantum mechanics
For a short review on Bell's inequality, please watch this video:Bell's Inequality: The weirdest theorem in the world[2]. On page
References
- ↑ Reinhold Bertlmann; Anton Zeilinger, eds. (2017). QUANTUM UNSPEAKABLES II Half a Century of Bell’s Theorem. local page. ISBN 978-3-319-38987-5.
- ↑ IBM, ed. (Oct 8, 2022). Bell's Inequality: The weirdest theorem in the world. local page: Qiskit. Retrieved 2 December 2022.