Thought Experiment as a Logical Transformation in Transreal Logical Space
Re-Examining the Einstein, Podolsky and Rosen Paradox
DOI:
https://doi.org/10.36285/tm.v0i0.15Abstract
In this article, from the concepts of formal causality and logical transformation, defined with transreal numbers, I intend to re-analyze the famous Einstein, Podolsky and Rosen paradox (the EPR paradox), according to which Quantum Mechanics is incomplete. In order to make such an analysis of the paradox, I present a general definition of thought experiments, in terms of the concept of logical transformation in a transreal logical space, and show that the EPR paradox, in broad outlines, bases the incomplete character of Quantum Mechanics on the fact of not having a formal causality between the ideal and concrete worlds of quantum theory - these concepts, the “ideal and concrete worlds”, by their turn, are inspired by the work of the American physicist Wolfgang Smith.
References
J. A. D. W. Anderson, W. Gomide and T. S. dos Reis. “Transreal Logical Space of All Propositions.” Accessed on 19 April 2019. Transactions on Engineering Technologies – World Congress on Engineeringand Computer Science 2014, pp. 227–242.
S. Chibeni. “A Logico-conceptual Analysis of Einstein-Podolski-Rosen Argument.” Accessed on 19 April 2019.
A. Einstein, B. Podolski and N. Rosen. “Can Quantum-Mechanical Description of Physical Reality be considered Complete?” Physical Review, 1935.
W. Gomide “Formal Causality in Theoretical Physics”, 2018. Accessed on 21 May 2019 .
W. Gomide, T. S. dos Reis and J. A. D. W. Anderson “Transreal Proof of the Existence of Universal Possible Worlds.” To appear in South American Journal of Logic.
T. S. dos Reis, W. Gomide, and J. A. D. W. Anderson. Construction of the transreal numbers and algebraic transfields. IAENG International Journal of Applied Mathematics, 46(1):11–23, 2016.
W. Smith. “The Quantum Enigma. Finding The Hidden Key.” Sophia Perennis, 1995.
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