using Org.BouncyCastle.Math;
namespace Org.BouncyCastle.Asn1.X9
{
/**
* ASN.1 def for Elliptic-Curve Field ID structure. See
* X9.62, for further details.
*/
public class X9FieldID
: Asn1Encodable
{
private readonly DerObjectIdentifier id;
private readonly Asn1Object parameters;
/**
* Constructor for elliptic curves over prime fields
* F2.
* @param primeP The prime p defining the prime field.
*/
public X9FieldID(
BigInteger primeP)
{
this.id = X9ObjectIdentifiers.PrimeField;
this.parameters = new DerInteger(primeP);
}
/**
* Constructor for elliptic curves over binary fields
* F2m.
* @param m The exponent m of
* F2m.
* @param k1 The integer k1 where xm +
* xk3 + xk2 + xk1 + 1
* represents the reduction polynomial f(z).
* @param k2 The integer k2 where xm +
* xk3 + xk2 + xk1 + 1
* represents the reduction polynomial f(z).
* @param k3 The integer k3 where xm +
* xk3 + xk2 + xk1 + 1
* represents the reduction polynomial f(z)..
*/
public X9FieldID(
int m,
int k1,
int k2,
int k3)
{
this.id = X9ObjectIdentifiers.CharacteristicTwoField;
Asn1EncodableVector fieldIdParams = new Asn1EncodableVector(new DerInteger(m));
if (k2 == 0)
{
fieldIdParams.Add(
X9ObjectIdentifiers.TPBasis,
new DerInteger(k1));
}
else
{
fieldIdParams.Add(
X9ObjectIdentifiers.PPBasis,
new DerSequence(
new DerInteger(k1),
new DerInteger(k2),
new DerInteger(k3)));
}
this.parameters = new DerSequence(fieldIdParams);
}
internal X9FieldID(
Asn1Sequence seq)
{
this.id = (DerObjectIdentifier) seq[0];
this.parameters = (Asn1Object) seq[1];
}
public DerObjectIdentifier Identifier
{
get { return id; }
}
public Asn1Object Parameters
{
get { return parameters; }
}
/**
* Produce a Der encoding of the following structure.
*
* FieldID ::= Sequence {
* fieldType FIELD-ID.&id({IOSet}),
* parameters FIELD-ID.&Type({IOSet}{@fieldType})
* }
*
*/
public override Asn1Object ToAsn1Object()
{
return new DerSequence(id, parameters);
}
}
}