public class SAKKEPublicKeyParameters extends AsymmetricKeyParameter
Contains the following public parameters (RFC 6508, Section 2.3):
p defining the field F_pq (divides p+1)P on the elliptic curve E(F_p)g = <P,P>Z_S = [z_S]Pn (SSV bit length)The predefined parameters in this implementation correspond to the 128-bit security level example from RFC 6509 Appendix A.
| Constructor and Description |
|---|
SAKKEPublicKeyParameters(java.math.BigInteger identifier,
ECPoint Z)
Constructs SAKKE public key parameters with the specified identifier and KMS Public Key.
|
| Modifier and Type | Method and Description |
|---|---|
ECCurve |
getCurve() |
Digest |
getDigest() |
java.math.BigInteger |
getG() |
java.math.BigInteger |
getIdentifier() |
int |
getN() |
ECPoint |
getPoint() |
java.math.BigInteger |
getPrime() |
java.math.BigInteger |
getQ() |
ECPoint |
getZ() |
isPrivatepublic SAKKEPublicKeyParameters(java.math.BigInteger identifier,
ECPoint Z)
identifier - The user's identifier as defined in RFC 6508, Section 2.2.
Must be a valid integer in [2, q-1].Z - The KMS Public Key Z_S = [z_S]P (RFC 6508, Section 2.2).
Must be a valid point on the curve E(F_p).public java.math.BigInteger getIdentifier()
public ECPoint getZ()
public ECCurve getCurve()
public ECPoint getPoint()
public java.math.BigInteger getPrime()
public java.math.BigInteger getQ()
public int getN()
public Digest getDigest()
public java.math.BigInteger getG()
g = <P,P> (RFC 6508, Section 3.2)