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Information Journal Paper

Title

Can Gö del’ s incompleteness theorems be used in Quantum Mechanics?

Pages

  19-51

Abstract

Quantum Mechanics is the revolutionary theory that changes the structure of human thinking. From Einstein up to now, however, with its enormous successes in the world, there are many scientists that opposed it and denyed it as a complete theory. One of the ways to question the completeness of this theory is to use Gö del’ s incompleteness theorems. Kurt Gö del, in his Ph. D. studied and just after working on the Hilbert’ s completeness and consistency program in the formal systems, proved two important theorems which are known as the Gö del’ s incompleteness theorems. These theorems deny Hilbert’ s programs and the completeness of the formal system. Generalizing these theorems to the quantum theory is an over decades challenge in the foundations of physics. In this Paper, we explain the problem and we will discuss and critrize the possible usage of the Gö del’ s incompleteness theorems on the Quantum Mechanics.

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  • Cite

    APA: Copy

    Saberi Fathi, Seyed Majid. (2020). Can Gö del’ s incompleteness theorems be used in Quantum Mechanics?. JOURNAL OF EXISTENCE AND KNOWLEDGE, 6(2 (12) ), 19-51. SID. https://sid.ir/paper/382586/en

    Vancouver: Copy

    Saberi Fathi Seyed Majid. Can Gö del’ s incompleteness theorems be used in Quantum Mechanics?. JOURNAL OF EXISTENCE AND KNOWLEDGE[Internet]. 2020;6(2 (12) ):19-51. Available from: https://sid.ir/paper/382586/en

    IEEE: Copy

    Seyed Majid Saberi Fathi, “Can Gö del’ s incompleteness theorems be used in Quantum Mechanics?,” JOURNAL OF EXISTENCE AND KNOWLEDGE, vol. 6, no. 2 (12) , pp. 19–51, 2020, [Online]. Available: https://sid.ir/paper/382586/en

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