THE PRIME GEODOME AND THE SHELBYDON FRAMEWORK

Fuente: Zenodo

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Détails bibliographiques
Auteur principal:	Shelby, Cory
Format:	Recurso digital
Publié:	Zenodo 2025
Sujets:	elliptic curves, Frobenius trace, Sato–Tate distribution, Birch–Swinnerton–Dyer conjecture, regulator, Tate–Shafarevich group, complex multiplication, arithmetic geometry, L-functions, prime geodome, toroidal deformation, digital root lattice, Shelbydon framework, rank of elliptic curves, local–global obstruction, modular forms, finite field reductions, Frobenius angles, geodesic sphere visualization, torus symmetry, number theory visualization, arithmetic dynamics, global fields, Tamagawa numbers, Mordell–Weil group, functional equation parity, Frobenius bias, geometric representation of arithmetic, arithmetic invariants, toroidal geometry
Accès en ligne:	Acceder al recurso
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