Assertion: elliptic curve | /r/HasProperty | e \displaystyle e
Facets:
Source sentences:
text: where the 'trace of Frobenius' term a p {\displaystyle a_{p}} is defined to be the (negative of) the difference between the number of points on the elliptic curve E {\displaystyle E} over F p {\displaystyle \mathbb
text: The two elliptic curves E {\displaystyle E} and E d {\displaystyle E^{d}} are not isomorphic over K {\displaystyle K} , but rather over the field extension K ( d ) {\displaystyle K({\sqrt {d}})} .
text: The two elliptic curves E {\displaystyle E} and E d {\displaystyle E^{d}} are not isomorphic over K {\displaystyle K} , but over the field extension K [ X ] / ( X 2 + X + d ) {\displaystyle K[X]/(X^{2}+X+d)} .