Quantum Theory: Wolff's Explanation of the Einstein, Podolsky, Rosen (EPR) Experiment & Further Predictions

'The Ultimate Paradox - Bell's Theorem' by Milo Wolff, Exploring the Physics of the Unknown Universe, 1994

In l935, Albert Einstein, Podolsky, and Rosen (EPR) put forward a gedanken (thought) experiment whose outcome they thought was certain to show that there existed natural phenomena that quantum theory could not account for. The experiment was based on the concept that two events cannot influence each other if the distance between them is greater than the distance light could travel in the time available. In other words, only local events inside the light sphere can influence one another.
Their experimental concept was later used by John Bell (1964) to frame a theorem which showed that either the statistical predictions of quantum theory or the Principle of Local Events is incorrect. It did not say which one was false but only that both cannot be true, although it was clear that Albert Einstein expected The Principle to be affirmed.

When later experiments (Clauser & Freedman 1972; Aspect, Dalibard, and Roger, 1982; and others) confirmed that quantum theory was correct, the conclusion was startling. The Principle of Local Events failed, forcing us to recognize that the world is not the way it appears. What then is the real nature of our world?
The important impact of Bell's Theorem and the experiments is that they clearly thrust, a formerly only philosophical dilemma of quantum theory, into the real world. They show that post-modern physics' ideas about the world are somehow profoundly deficient. No one understood these results and only scant scientific attention has been paid to them.

Figure 1.7.1 Experiment to test Bell's theorem Polarized photons are emitted at the center, pass through the adjustable polarization filters on the left and right, and enter detectors on each side. Coincidences (simultaneous detection) are recorded and plotted as a function of the angular difference between the two settings of the polarization filters.Quantum-Physics