MathDBThe modularity conjecture for elliptic curves
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.
Sources & referencesView supporting material
Primary source
Yeisson Alexis Acevedo Agudelo, “Prime numbers. An alternative study using ova-angular rotations”, arXiv:2104.04522 (2021).
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