The modularity conjecture for elliptic curves
Let be an elliptic curve over the rational numbers. The modularity conjecture. Every elliptic curve is modular. This is a central theorem in the arithmetic of elliptic curves and is known to be solved: elliptic curves over the rational numbers are modular.
References
Primary source
Yeisson Alexis Acevedo Agudelo, “Prime numbers. An alternative study using ova-angular rotations”, arXiv:2104.04522 (2021).
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