Sexagesimal arithmetic, rational trigonometry, and smooth number analysis in Python
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Updated
Aug 18, 2026 - Python
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number-theory-cryptography-rational-arithmetic
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Framework for spectral confinement in Ring-LWE. Proves ETH violation via the Pi_2 Gaussian primorial attractor. Features IPR analysis yielding a sub-extensive fractal dimension D2 ~ 0.2329 and geometric renormalization (eps = pi*sqrt(2G)) based on Catalan's constant. Includes reproducible Jupyter Notebooks for lattice cryptanalysis.
ring-lwe spectral-analysis fractal-dimension ergodicity quantum-chaos l-functions reproducibility-research number-theory-cryptography-rational-arithmetic eth-violation
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Sep 28, 2026 - Jupyter Notebook
Repositorio oficial del libro El Universo Aritmético
theoretical-physics open-science-project lean4 number-theory-cryptography-rational-arithmetic reproducible-research-personal-science
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Updated
Jul 4, 2026 - Jupyter Notebook
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