`p=(2^3) F1.<x>=GF(2)[] F.=GF(2^3,'a',modulus=x^3+x+1);F.modulus(); for i,x in enumerate(F): print("{} {}".format(i, x))
A=a^2+a;A B=a+1
E = EllipticCurve(F, (1,A,0,0,B));E`
Revision history [back]
 | 1 | initial version |
the following codes for 2^3 field. for the same field how to check the curve parameter A,B are the element of the field
| | 2 | None |
the following codes for 2^3 field. for the same field how to check the curve parameter A,B are the element of the field
| | 3 | None |
the following codes for 2^3 field. for the same field how to check the curve parameter A,B are the element of the field
.
p=(2^3)
F1.<x>=GF(2)[]
F.=GF(2^3,'a',modulus=x^3+x+1);F.modulus();
F.<a>=GF(2^3,'a',modulus=x^3+x+1);F.modulus();
for i,x in enumerate(F): print("{} {}".format(i, x))x))
A=a^2+a;A
B=a+1
E = EllipticCurve(F, (1,A,0,0,B));E
