Research News

Dr. Christian has published a new paper proving a general theorem which explains the geometrical origins and strength of all quantum correlations in terms of Euclidean primitives such as points, lines, planes and volumes.

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Dr. Christian has published a yet another devastating critique of Bell’s supposed “theorems” of 1964 and 1971. He has also posted an open challenge to Bell’s theorem, since the theorem cannot be proven without cheating.

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Dr. Christian has published a new paper on his local-realistic 3-sphere model for the EPR-B correlation, entitled “Local Causality in a Friedmann-Robertson-Walker Spacetime.” This paper is a significant contribution by Dr. Christian, because it reproduces all thirteen EPR-Bohm probabilities predicted by quantum mechanics exactly:

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Dr. Christian has published a simplified local-realistic derivation of the EPR-Bohm correlation within a 3-sphere. Somewhat more detailed version of the simplified derivation can be found at his Academia.edu research page.

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Building on the original numerical simulations by Albert Jan Wonnink, Fred Diether has produced a numerical simulation that verifies Dr. Christian’s analytical derivation of the EPR-Bohm correlation in these three papers exactly! The simulation is posted and discussed at his forum. The corresponding event-by-event simulations of Dr. Christian’s 3-sphere model for the EPR-Bohm correlation can be found at RPubs (see, especially, this one ).

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Dr. Christian has published another rebuttal to a criticism by Richard Gill concerning his proposed experiment to test his local-realistic model, which has now been published in the International Journal of Theoretical Physics. One of the key features of the rebuttal is the derivation of the last equation, Eq. (B10), which explicitly relates the +/-1 numbers observed in the experiments with the theoretical derivation of the EPR-B correlation.

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2DQSim


Numerical computer simulations of Dr. Christian’s 3-sphere model for the EPR-Bohm correlations: