Is it possible to decompose the public key into its own subgroups?
Suppose we know the order P with which the public key was generated (Qx, Qy)
How can the public key (Qx, Qy) be decomposed into subgroups of small orders?
I saw in SageMath it is possible to work with Elliptic Curves
M = EllipticCurve (GF (p), [0.7])
I am just getting familiar with SageMath and am having a hard time working on creating a generator on order.
Are there examples of these works?
