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ngkamsengpeter
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What is Bell's inequality theorem ?
Where can I find the details explanation of this theory ?
Thanks for help .
Where can I find the details explanation of this theory ?
Thanks for help .
Last edited:
nightlight said:For the other half of the story you can check:
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ZapperZ said:I highly, highly recommend DrChinese's site for anything and everything on Bell and entanglement.
Zz.
nightlight said:Yep, those evil deniers[/url]. From Einstein, Planck, Schrodinger, de Broglie, Fermi,...
The following papers were recommended by slyboy:
slyboy said:Wow, somebody was listening!
Bell's Inequality, also known as the Bell's Theorem, is a fundamental principle in quantum mechanics that describes the relationship between quantum entanglement and local hidden variables. It is important in science because it helps us understand the nature of reality and the limitations of classical physics.
There are many resources available online that provide a detailed explanation of Bell's Inequality, including scientific journals, textbooks, and educational websites. Some recommended sources include the Stanford Encyclopedia of Philosophy, the Institute of Physics, and the Quantum Physics section on Khan Academy.
Bell's Inequality is based on the concept of locality, which states that physical systems cannot be influenced by events outside of their local area. Bell's Theorem shows that this assumption is not always true in quantum mechanics, where entangled particles can have correlated properties regardless of their distance from each other.
Yes, Bell's Inequality has been tested in numerous experiments, including the famous Bell test experiments conducted by John Clauser, Alain Aspect, and others in the 1970s and 1980s. These experiments have consistently shown violations of Bell's Inequality, providing evidence for the non-local nature of quantum entanglement.
Bell's Inequality challenges our classical understanding of reality and suggests that there may be hidden variables or non-local effects at play in the quantum world. It has also played a crucial role in the development of quantum technologies, such as quantum cryptography and quantum computing, which utilize the counterintuitive properties of quantum mechanics.