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- q = 67
- K.<x> = GF(q)[]
- F1.<u> = K.extension(x^2 + 1)
- F2.<v> = F1.extension(x^3 + 2)
- E = EllipticCurve(F2, [4, 3])
- print(E)
- pi_i = F2.frobenius_endomorphism()
- #print(pi)
- def pi(p):
- return E(pi_i(p[0]), pi_i(p[1]))
- P1 = E(15, 50)
- print(pi(P1))
- P2 = E(2*u + 16, 30*u + 39)
- print(pi(P2))
- P3 = E(15*v^2 + 4*v + 8, 44*v^2 + 30*v + 21)
- print(pi(P3))
- print(pi(pi(P3)))
- print(pi(pi(pi(P3))))
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