Java tutorial
package org.bouncycastle.jce.spec; import org.bouncycastle.math.ec.ECCurve; import org.bouncycastle.math.ec.ECPoint; import java.math.BigInteger; import java.security.spec.AlgorithmParameterSpec; /** * basic domain parameters for an Elliptic Curve public or private key. */ public class ECParameterSpec implements AlgorithmParameterSpec { private ECCurve curve; private byte[] seed; private ECPoint G; private BigInteger n; private BigInteger h; public ECParameterSpec(ECCurve curve, ECPoint G, BigInteger n) { this.curve = curve; this.G = G.normalize(); this.n = n; this.h = BigInteger.valueOf(1); this.seed = null; } public ECParameterSpec(ECCurve curve, ECPoint G, BigInteger n, BigInteger h) { this.curve = curve; this.G = G.normalize(); this.n = n; this.h = h; this.seed = null; } public ECParameterSpec(ECCurve curve, ECPoint G, BigInteger n, BigInteger h, byte[] seed) { this.curve = curve; this.G = G.normalize(); this.n = n; this.h = h; this.seed = seed; } /** * return the curve along which the base point lies. * @return the curve */ public ECCurve getCurve() { return curve; } /** * return the base point we are using for these domain parameters. * @return the base point. */ public ECPoint getG() { return G; } /** * return the order N of G * @return the order */ public BigInteger getN() { return n; } /** * return the cofactor H to the order of G. * @return the cofactor */ public BigInteger getH() { return h; } /** * return the seed used to generate this curve (if available). * @return the random seed */ public byte[] getSeed() { return seed; } public boolean equals(Object o) { if (!(o instanceof ECParameterSpec)) { return false; } ECParameterSpec other = (ECParameterSpec) o; return this.getCurve().equals(other.getCurve()) && this.getG().equals(other.getG()); } public int hashCode() { return this.getCurve().hashCode() ^ this.getG().hashCode(); } }