The EPR Argument and Bell’s Inequalities

Charles G. Wohl

Jean-Louis Basdevant, Jean Dalibard

Dipankar Bhattacharyya, Jyotirmoy Guha

WU Xin-zhong

This paper examines the history from EPR argument to Bell’s inequality and the influence of Bell’s inequality on the frontier exploration of quantum mechanics. It is found that Bell’s inequality has some hidden assumptions different from EPR argument: Following Schrodinger's assumption that the measurement process of EPR experiment undergos time, Karl Hess regards time as an implicit variable of time series, and Joy Christian obtains a local implicit variable inequality different from Bell's inequality. They extended the relativistic space-time geometric analysis method to the localized geometric morphological analysis of quantum states, and considered that the Bell’s inequality reasoning did not meet the requirements of the completeness of EPR argument. Quantum statistics given by identical particles is different from classical statistics. Innovative ensemble interpretation can also solve Bell's inequality and give a demonstration of quantum non-locality. The main research progress of quantum gravity is great, but there are many divergences. According to Einstein's local realism, the new explanation and expression of quantum mechanics may open up new ideas for the study of quantum gravity.

WU Xin-zhong

This paper examines the history of Bell’s inequality from EPR argument to Bell’s papers, and the influence of Bell’s inequality on the frontier exploration of quantum mechanics. It is found that Bell’s inequality has some hidden assumptions that are different from EPR argument. Some scholars have led to the erroneous conclusion that quantum information exceeds the speed of light. Along Schrodinger's idea that the measurement process of the EPR experiment requires time, Karl Hess treated time as a time order parameter, and got a local hidden variable inequality that is different from Bell’s inequality. Joy Christian extended the method of space-time geometry analysis of relativity to the localized geometry analysis of quantum states, and found that the reasoning of Bell’s inequality does not meet the requirements of the completeness of EPR argument. The mainstream quantum gravity researches have made great progress, but there are many disagreements. According to Einstein's local realism, some new interpretations and new representations of quantum mechanics are given, which may open up new ideas for quantum gravity research.