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); } } }