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2021-06-23 10:53:13 +0100 | commented answer | Frobenius Endomorphism of Finite field Elliptic curve for elements Thanks. Sounds like a doable workaround. Is this a case for filing a bug report? As this is expected behavior |
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2021-06-23 10:28:57 +0100 | edited question | Frobenius Endomorphism of Finite field Elliptic curve for elements Frobenius Endomorphism of Finite field Elliptic curve for elements Suppose I have a elliptic curve over some finite fiel |
2021-06-23 10:28:11 +0100 | asked a question | Frobenius Endomorphism of Finite field Elliptic curve for elements Frobenius Endomorphism of Finite field Elliptic curve for elements Suppose I have a elliptic curve over some finite fiel |
2021-06-19 16:43:44 +0100 | commented question | Compute elements of n-torsion group of elliptic curve over finite field Ok, then take say $E$ to be defined over $F_{43}$ by $y^2=x^3+6$. This is a very simple BLS6 curve (hence has embedding |
2021-06-19 16:43:21 +0100 | commented question | Compute elements of n-torsion group of elliptic curve over finite field Ok, then take say $E$ to be defined over $F_{43}$ by $y^2=x^3+6$. This is a very simple BLS6 curve. It has a prime oder |
2021-06-19 15:54:18 +0100 | asked a question | Compute elements of n-torsion group of elliptic curve over finite field Compute elements of n-torsion group of elliptic curve over finite field Suppose $F_q$ is a prime field and $E/F_q$ is an |