Interactive visualization of y² = x³ + Ax + B
Elliptic curves are defined by equations of the form y² = x³ + Ax + B. Despite their name, they're not ellipses!
The curve is non-singular (valid) when the discriminant Δ = -16(4A³ + 27B²) ≠ 0.
These curves are fundamental in modern cryptography and number theory.