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| Format: | Recurso digital |
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Zenodo
2025
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| Online Access: | https://doi.org/10.5281/zenodo.15369320 |
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Table of Contents:
- <p>In this paper I propose a new way to try and normalize the properties of quarks into a fit that is linear in logarithmic space. In the screenshots, I provided graphs that demonstrate what I mean, clearly there seems to be some kind of hidden scaffolding that plays a role in how mass/mixing angles/CKM probabilities Interact. These papers are only temporary as I'll publish more proofs and formulas later. Read the documents provided for more depth on the methods used and the rationale. To put it short, the quarks may emerge as sub-stable echoes of a resolving structure that dissipates them back into the vacuum as they aren't fully harmonic. As particles like the proton and electron resolve into form, the quarks may essentially get burned off during this delicate balancing process. If non decaying particles are held like a perfect tension in the vacuum, quarks are only temporarily perfect until they convert back to pure vacuum through decay. This just serves as a benchmark to demonstrate the concept in action. The fit I used essentially ended up becoming a simple connection between the up and top quark which provided very clean results. </p>