Difference between revisions of "Paper/Gödel's Theorem and Information"
Line 23: | Line 23: | ||
{{PagePostfix | {{PagePostfix | ||
|category_csd=Quantum Mechanics,Physical Meaning of Data,Information Theory | |category_csd=Quantum Mechanics,Physical Meaning of Data,Information Theory,Number Theory | ||
|semantic_labels=Author: [[Authored by::Gregory Chaitin]] [[Category:Self Reference]] | |semantic_labels=Author: [[Authored by::Gregory Chaitin]] [[Category:Self Reference]] | ||
}} | }} | ||
</noinclude> | </noinclude> |
Revision as of 09:13, 21 November 2022
Chaitin, Gregory (May 7, 1982). Gödel's Theorem and Information (PDF). local page: International Journal of Theoretical Physics. pp. 941– 954.
The origin of Gödelian Hunch
In the second paragraph of this paper:
In[1], Szangolies coined the expression “Gödelian hunch” to describe “the idea that the origin of the peculiarities surrounding quantum theory lie in phenomena related, or at least similar, to that of incompleteness in formal systems.” What if the paradoxical nature of quantum theory could find its source in some undecidability analog to the one emerging from the Liar ? This essay aims at arguing for such quantum Gödelian hunch via two case studies: quantum contextuality as an instance of the Liar-like logical structure of quantum propositions ; and the measurement problem as a self-referential problem.
References
- ↑ Szangolies, Jochen (Oct 18, 2018). Epistemic Horizons and the Foundations of Quantum Mechanics. local page: arXiv.
Related Pages
Author: Gregory Chaitin