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Anomaly in Sign Function Probability Function Integration III

Han J.F. Geurdes

Published Feb 1, 2019• 0 citations
OpenAlex

Abstract

In the paper it is demonstrated that integration of products of sign functions and probability density functions such as in Bell’s formula for ±1 measurement functions, leads to inconsistencies. Keywords Inconsistency, Bell’s theorem.

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In the paper it is demonstrated that two equally consistent but conflicting uses of sign functions in the context of a simple probability density shows that Bell's formula is based on only one consistent principle. The two conflicting principles give different result. However, according to use of powers, i.e. 3×(1/2)=(1/2)×33\times (1/2)= (1/2)\times 33×(1/2)=(1/2)×3, one must have the same result in both cases.