Lines Matching full:curve

148 The normal way of specifying domain parameters for an \s-1EC\s0 curve is via the
149 curve name \*(L"group\*(R". For curves with no curve name, explicit parameters can be
160 The curve name.
169 For a curve over Fp \fIp\fR is the prime for the field. For a curve over F2^m \fIp\fR
184 \&\fIa\fR and \fIb\fR represents the coefficients of the curve
202 The \fIgenerator\fR is a well defined point on the curve chosen for cryptographic
203 operations. The encoding conforms with Sec. 2.3.3 of the \s-1SECG SEC 1\s0 (\*(L"Elliptic Curve
208 \&\fIorder\fR multiplied by the \fIcofactor\fR gives the number of points on the curve.
213 curve parameters. Set to 1 if so or 0 if a named curve was used.
219 \&\s-1EC\s0 curve's cofactor (note for some curves the cofactor is 1).
240 The \*(L"named\*(R" type checks that the domain parameters match the inbuilt curve parameters,
241 \&\*(L"named-nist\*(R" is similar but also checks that the named curve is a nist curve.
253 2.3.4 of the \s-1SECG SEC 1\s0 (\*(L"Elliptic Curve Cryptography\*(R") standard.
274 Curve Cryptography\*(R") standard.
393 \&     * This curve has a cofactor that is not 1 \- so setting CDH mode changes