Using openssh public key (ecdsa-sha2-nistp256) with Java Security

Question

Is there a Java library/example to read an openssh format ecdsa public key to a JCE PublicKey in Java? I want to use EC for JWT .

The format I\'m trying to

Answer 1

For completeness, here's the code I've gone with. It's nearly-pure JCE, with a sprinkling of Bouncycastle inside helper methods (this updates the example code in Using public key from authorized_keys with Java security):

...
        } else if (type.startsWith("ecdsa-sha2-") &&
                (type.endsWith("nistp256") || type.endsWith("nistp384") || type.endsWith("nistp521"))) {
            // Based on RFC 5656, section 3.1 (https://tools.ietf.org/html/rfc5656#section-3.1)
            String identifier = decodeType();
            BigInteger q = decodeBigInt();
            ECPoint ecPoint = getECPoint(q, identifier);
            ECParameterSpec ecParameterSpec = getECParameterSpec(identifier);
            ECPublicKeySpec spec = new ECPublicKeySpec(ecPoint, ecParameterSpec);
            return KeyFactory.getInstance("EC").generatePublic(spec);
        } ...

/**
 * Provides a means to get from a parsed Q value to the X and Y point values.
 * that can be used to create and ECPoint compatible with ECPublicKeySpec.
 *
 * @param q          According to RFC 5656:
 *                   "Q is the public key encoded from an elliptic curve point into an octet string"
 * @param identifier According to RFC 5656:
 *                   "The string [identifier] is the identifier of the elliptic curve domain parameters."
 * @return An ECPoint suitable for creating a JCE ECPublicKeySpec.
 */
ECPoint getECPoint(BigInteger q, String identifier) {
    String name = identifier.replace("nist", "sec") + "r1";
    ECNamedCurveParameterSpec ecSpec = ECNamedCurveTable.getParameterSpec(name);
    org.bouncycastle.math.ec.ECPoint point = ecSpec.getCurve().decodePoint(q.toByteArray());
    BigInteger x = point.getAffineXCoord().toBigInteger();
    BigInteger y = point.getAffineYCoord().toBigInteger();
    System.out.println("BC x = " + x);
    System.out.println("BC y = " + y);
    return new ECPoint(x, y);
}

/**
 * Gets the curve parameters for the given key type identifier.
 *
 * @param identifier According to RFC 5656:
 *                   "The string [identifier] is the identifier of the elliptic curve domain parameters."
 * @return An ECParameterSpec suitable for creating a JCE ECPublicKeySpec.
 */
ECParameterSpec getECParameterSpec(String identifier) {
    try {
        // http://www.bouncycastle.org/wiki/pages/viewpage.action?pageId=362269#SupportedCurves(ECDSAandECGOST)-NIST(aliasesforSECcurves)
        String name = identifier.replace("nist", "sec") + "r1";
        AlgorithmParameters parameters = AlgorithmParameters.getInstance("EC");
        parameters.init(new ECGenParameterSpec(name));
        return parameters.getParameterSpec(ECParameterSpec.class);
    } catch (InvalidParameterSpecException | NoSuchAlgorithmException e) {
        throw new IllegalArgumentException("Unable to get parameter spec for identifier " + identifier, e);
    }
}

Answer 2

I've found a way to do this using Bouncycastle (but would like to find a JCE way).

Adapting the code from Using public key from authorized_keys with Java security, and refering to RFC 5656, section 3.1, the following block added to decodePublicKey will parse the single BigInt value Q, which is "the public key encoded from an elliptic curve point":

if (type.startsWith("ecdsa-sha2-") &&
            (type.endsWith("nistp256") || type.endsWith("nistp384") || type.endsWith("nistp521"))) {

        // Based on RFC 5656, section 3.1 (https://tools.ietf.org/html/rfc5656#section-3.1)

        // The string [identifier] is the identifier of the elliptic curve
        // domain parameters.  The format of this string is specified in
        // Section 6.1 (https://tools.ietf.org/html/rfc5656#section-6.1).
        // Information on the REQUIRED and RECOMMENDED sets of
        // elliptic curve domain parameters for use with this algorithm can be
        // found in Section 10 (https://tools.ietf.org/html/rfc5656#section-10).
        String identifier = decodeType();
        if (!type.endsWith(identifier)) {
            throw new IllegalArgumentException("Invalid identifier " + identifier + " for key type " + type + ".");
        }

        // Q is the public key encoded from an elliptic curve point into an
        // octet string as defined in Section 2.3.3 of [SEC1];
        // (https://tools.ietf.org/html/rfc5656#ref-SEC1)
        // point compression MAY be used.
        BigInteger q = decodeBigInt();

        ECPublicKey keyBC = getKeyBC(q, identifier);
        return keyBC;
    }

The solution I've found for getting from Q to an ECPublicKey is the following, using the Bouncycastle API (credit to Generate ECPublicKey from ECPrivateKey for providing the starting point):

ECPublicKey getKeyBC(BigInteger q, String identifier) {
    // https://stackoverflow.com/questions/42639620/generate-ecpublickey-from-ecprivatekey
    try {
        // This only works with the Bouncycastle library:
        Security.addProvider(new BouncyCastleProvider());
        // http://www.bouncycastle.org/wiki/pages/viewpage.action?pageId=362269#SupportedCurves(ECDSAandECGOST)-NIST(aliasesforSECcurves)
        String name = identifier.replace("nist", "sec") + "r1";
        KeyFactory keyFactory = KeyFactory.getInstance("ECDSA", "BC");
        ECNamedCurveParameterSpec ecSpec = ECNamedCurveTable.getParameterSpec(name);
        ECPoint point = ecSpec.getCurve().decodePoint(q.toByteArray());
        ECPublicKeySpec pubSpec = new ECPublicKeySpec(point, ecSpec);
        ECPublicKey publicKey = (ECPublicKey) keyFactory.generatePublic(pubSpec);
        return publicKey;
    } catch (NoSuchAlgorithmException | InvalidKeySpecException | NoSuchProviderException e) {
        throw new RuntimeException(e);
    }
}

That gets you from an openssh format elliptic curve public key (ssh-keygen -t ecdsa -b [256|384|521]) to a JCE ECPublicKey.