During Kurt Gödel's lecture on the occasion of Albert Einstein's birthday in 1945, this question was already raised by John Wheeler. Gödel did not comment on it. Both Einstein and Gödel did not believe in quantum theory. Is there currently any reference or article that relates to this question? From today's scientific perspective, is there a relationship between Heisenberg's Uncertainty Principle and Gödel's Incompleteness Theorem? Even so, when both the principles arise from different theoretical frameworks and serve different purposes within their respective domains. Please provide references.
Unfortunatly for both qm is more consolidated with each passing year.
Uncertainty and incompletness are also
different matters.
The uncertainty principle is very linked
to fourier properties of waves.
Not so with incompletness in arithmetic.
There are a few similarities. For example addition and multiplication are non commutative as operations
Both "The Incompleteness Theorem and the Uncertainty Principle" conform to dialectics and are in violation of any absolute truth, conservation laws and the notion of a God created finite universe; of old physics! These are the new revolutionary developments in the epistemology of modern physics!
"Ex nihilo nihil fit“? Are You Certain Mr. Einstein and Mr. Heisenberg?" : https://www.researchgate.net/post/Ex_nihilo_nihil_fit_Are_You_Certain_Mr_Einstein_and_Mr_Heisenberg2
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