Bell's theorem seemed to put an end to local realism.

The theory has nonlocality, which makes it compatible with Bell's theorem.

Over the years, Bell's theorem has undergone a wide variety of experimental tests.

The following is a description taken almost without alteration from an earlier edition of the Bell's theorem page.

Bell's theorem thus applies only to the statistical results from many trials of the experiment.

Bell's theorem would also probably be relevant reading.

They play a fundamental role in Bell's theorem.

What is powerful about Bell's theorem is that it doesn't refer to any particular physical theory.

However, Bell's theorem does not apply to all possible philosophically realist theories.

Many entangled quantum states produce such correlations when measured, as demonstrated by Bell's theorem.

Bell's theorem drew little notice when published in 1964, but five years later physicists realized that the proposition could be tested by experiment.

Bell's Theorem states that the predictions of quantum mechanics cannot be reproduced by any local hidden variable theory.

To formulate Bell's theorem, we formalize local realism as follows:

It goes significantly beyond Bell's theorem.

Bell's theorem from the twentieth century.

This is demonstrated in Bell's theorem.

In the earliest tests of Bell's theorem, the entangled particles were generated using atomic cascades.

Bell's theorem assumes that measurements are made at random, and not in principle determined by the universe at large.

The theorem is a complement to Bell's theorem.

After that, experiments using Bell's theorem proved that entanglement actually happens between tiny particles.

In its simplest form, Bell's theorem states:

Bell's theorem proved that every quantum theory must either violate local realism or counterfactual definiteness.

His work is called Bell's theorem or Bell's Inequality.

As a physical principle, it was shown to be incorrect when the Aspect experiment of 1982 confirmed Bell's theorem, which had been promulgated in 1964.

P.H. Eberhard, Bell's theorem and the different concepts of locality.