Singular Manual: isOnCurve

| #### D.12.3.22 isOnCurve Procedure from library `crypto.lib` (see crypto_lib). Usage: isOnCurve(N,a,b,P); Return: 1 or 0 (depending on whether P is on the curve or not) Note: checks whether P=(P[1]:P[2]:P[3]) is a point on the elliptic curve defined by y^2z=x^3+a*xz^2+b*z^3 over Z/N Example:
    LIB "crypto.lib";
    isOnCurve(32003,5,7,list(10,16,1));
    ==> 0

User manual for Singular version 4-1-1p3, 2018, generated by texi2html.