Can Quantum Eigenvalues Define the Exact Values of Nature's 26 Basic Constants?

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The discussion explores the relationship between quantum eigenvalues and the 26 basic constants of nature, questioning whether these constants can be defined as collapsed quantum values. Participants examine which constants might be represented by eigenvalues and how to differentiate between those that can and cannot be treated this way. While there are some theoretical ideas suggesting a connection, no definitive conclusions have been reached. The complexity of the topic highlights the ongoing challenges in understanding the fundamental nature of these constants. Further research is needed to clarify these relationships and their implications for physics.
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How many of the 26 basic constants of nature and more (beyond the standard model) where the values range can be said to be quantum eigenvalues and the exact constant being the *collapsed* one? In other words, Can you refer to the exact value as collapsed (quantum) one from the eigenvalues (or ranges) of the constants of nature (which of these can work like this and how do you differentiate which can and can't be like this and why)?
 
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