Curba C(Q) : y^2=x^3+bx

Moderator: Mihai Fulger

Post Reply
Cristi Popa
Euclid
Posts: 24
Joined: Sat Nov 10, 2007 9:31 pm
Location: Bucuresti / Ramnicu-Valcea

Curba C(Q) : y^2=x^3+bx

Post by Cristi Popa »

Fie \( C(\mathbb{Q})\ :\ y^2=x^3+bx \), cu \( b\in\mathbb{Z} \) si \( p^4 \) nu divide \( b \), \( (\forall)\ p \) numar prim. Sa se determine grupul punctelor de ordin finit de pe aceasta curba eliptica.
Top
Post Reply

Return to “Teoria algebrica si curbe eliptice”