mirror of
https://github.com/danbulant/jose
synced 2026-05-21 13:28:45 +00:00
328 lines
9.6 KiB
JavaScript
328 lines
9.6 KiB
JavaScript
const { EOL } = require('os')
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const { name: secp256k1 } = require('../jwk/key/secp256k1_crv')
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const errors = require('../errors')
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const { createPublicKey } = require('./key_object')
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const base64url = require('./base64url')
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const asn1 = require('./asn1')
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const computePrimes = require('./rsa_primes')
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const { OKP_CURVES, EC_CURVES } = require('../registry')
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const BN = asn1.bignum
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const oidHexToCurve = new Map([
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['06082a8648ce3d030107', 'P-256'],
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['06052b8104000a', secp256k1],
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['06052b81040022', 'P-384'],
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['06052b81040023', 'P-521']
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])
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const EC_KEY_OID = '1.2.840.10045.2.1'.split('.')
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const crvToOid = new Map([
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['P-256', '1.2.840.10045.3.1.7'.split('.')],
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[secp256k1, '1.3.132.0.10'.split('.')],
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['P-384', '1.3.132.0.34'.split('.')],
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['P-521', '1.3.132.0.35'.split('.')]
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])
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const crvToOidBuf = new Map([
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['P-256', Buffer.from('06082a8648ce3d030107', 'hex')],
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[secp256k1, Buffer.from('06052b8104000a', 'hex')],
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['P-384', Buffer.from('06052b81040022', 'hex')],
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['P-521', Buffer.from('06052b81040023', 'hex')]
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])
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const formatPem = (base64pem, descriptor) => `-----BEGIN ${descriptor} KEY-----${EOL}${base64pem.match(/.{1,64}/g).join(EOL)}${EOL}-----END ${descriptor} KEY-----`
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const okpToJWK = {
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private (crv, keyObject) {
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const der = keyObject.export({ type: 'pkcs8', format: 'der' })
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const OneAsymmetricKey = asn1.get('OneAsymmetricKey')
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const { privateKey: { privateKey: d } } = OneAsymmetricKey.decode(der)
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return {
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...okpToJWK.public(crv, createPublicKey(keyObject)),
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d: base64url.encodeBuffer(d)
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}
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},
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public (crv, keyObject) {
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const der = keyObject.export({ type: 'spki', format: 'der' })
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const PublicKeyInfo = asn1.get('PublicKeyInfo')
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const { publicKey: { data: x } } = PublicKeyInfo.decode(der)
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return {
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kty: 'OKP',
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crv,
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x: base64url.encodeBuffer(x)
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}
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}
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}
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const keyObjectToJWK = {
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rsa: {
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private (keyObject) {
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const der = keyObject.export({ type: 'pkcs8', format: 'der' })
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const PrivateKeyInfo = asn1.get('PrivateKeyInfo')
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const RSAPrivateKey = asn1.get('RSAPrivateKey')
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const { privateKey } = PrivateKeyInfo.decode(der)
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const { version, n, e, d, p, q, dp, dq, qi } = RSAPrivateKey.decode(privateKey)
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if (version !== 'two-prime') {
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throw new errors.JOSENotSupported('Private RSA keys with more than two primes are not supported')
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}
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return {
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kty: 'RSA',
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n: base64url.encodeBN(n),
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e: base64url.encodeBN(e),
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d: base64url.encodeBN(d),
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p: base64url.encodeBN(p),
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q: base64url.encodeBN(q),
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dp: base64url.encodeBN(dp),
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dq: base64url.encodeBN(dq),
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qi: base64url.encodeBN(qi)
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}
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},
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public (keyObject) {
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const der = keyObject.export({ type: 'spki', format: 'der' })
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const PublicKeyInfo = asn1.get('PublicKeyInfo')
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const RSAPublicKey = asn1.get('RSAPublicKey')
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const { publicKey: { data: publicKey } } = PublicKeyInfo.decode(der)
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const { n, e } = RSAPublicKey.decode(publicKey)
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return {
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kty: 'RSA',
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n: base64url.encodeBN(n),
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e: base64url.encodeBN(e)
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}
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}
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},
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ec: {
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private (keyObject) {
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const der = keyObject.export({ type: 'pkcs8', format: 'der' })
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const PrivateKeyInfo = asn1.get('PrivateKeyInfo')
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const ECPrivateKey = asn1.get('ECPrivateKey')
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const { privateKey, algorithm: { parameters: curveOid } } = PrivateKeyInfo.decode(der)
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const crv = oidHexToCurve.get(curveOid.toString('hex'))
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const { privateKey: d, publicKey: { data: publicKey } } = ECPrivateKey.decode(privateKey)
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const x = publicKey.slice(1, ((publicKey.length - 1) / 2) + 1)
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const y = publicKey.slice(((publicKey.length - 1) / 2) + 1)
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return {
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kty: 'EC',
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crv,
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d: base64url.encodeBuffer(d),
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x: base64url.encodeBuffer(x),
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y: base64url.encodeBuffer(y)
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}
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},
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public (keyObject) {
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const der = keyObject.export({ type: 'spki', format: 'der' })
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const PublicKeyInfo = asn1.get('PublicKeyInfo')
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const { publicKey: { data: publicKey }, algorithm: { parameters: curveOid } } = PublicKeyInfo.decode(der)
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const crv = oidHexToCurve.get(curveOid.toString('hex'))
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const x = publicKey.slice(1, ((publicKey.length - 1) / 2) + 1)
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const y = publicKey.slice(((publicKey.length - 1) / 2) + 1)
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return {
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kty: 'EC',
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crv,
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x: base64url.encodeBuffer(x),
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y: base64url.encodeBuffer(y)
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}
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}
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},
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ed25519: {
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private (keyObject) {
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return okpToJWK.private('Ed25519', keyObject)
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},
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public (keyObject) {
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return okpToJWK.public('Ed25519', keyObject)
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}
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},
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ed448: {
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private (keyObject) {
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return okpToJWK.private('Ed448', keyObject)
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},
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public (keyObject) {
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return okpToJWK.public('Ed448', keyObject)
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}
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},
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x25519: {
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private (keyObject) {
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return okpToJWK.private('X25519', keyObject)
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},
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public (keyObject) {
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return okpToJWK.public('X25519', keyObject)
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}
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},
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x448: {
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private (keyObject) {
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return okpToJWK.private('X448', keyObject)
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},
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public (keyObject) {
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return okpToJWK.public('X448', keyObject)
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}
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}
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}
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module.exports.keyObjectToJWK = (keyObject) => {
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if (keyObject.type === 'private') {
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return keyObjectToJWK[keyObject.asymmetricKeyType].private(keyObject)
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}
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return keyObjectToJWK[keyObject.asymmetricKeyType].public(keyObject)
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}
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const concatEcPublicKey = (x, y) => ({
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unused: 0,
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data: Buffer.concat([
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Buffer.alloc(1, 4),
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base64url.decodeToBuffer(x),
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base64url.decodeToBuffer(y)
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])
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})
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const okpCrvToOid = (crv) => {
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switch (crv) {
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case 'X25519':
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return '1.3.101.110'.split('.')
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case 'X448':
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return '1.3.101.111'.split('.')
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case 'Ed25519':
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return '1.3.101.112'.split('.')
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case 'Ed448':
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return '1.3.101.113'.split('.')
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}
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}
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const jwkToPem = {
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RSA: {
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private (jwk, { calculateMissingRSAPrimes }) {
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const RSAPrivateKey = asn1.get('RSAPrivateKey')
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if ('oth' in jwk) {
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throw new errors.JOSENotSupported('Private RSA keys with more than two primes are not supported')
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}
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if (jwk.p || jwk.q || jwk.dp || jwk.dq || jwk.qi) {
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if (!(jwk.p && jwk.q && jwk.dp && jwk.dq && jwk.qi)) {
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throw new errors.JWKInvalid('all other private key parameters must be present when any one of them is present')
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}
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} else if (calculateMissingRSAPrimes) {
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jwk = computePrimes(jwk)
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} else if (!calculateMissingRSAPrimes) {
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throw new errors.JOSENotSupported('importing private RSA keys without all other private key parameters is not enabled, see documentation and its advisory on how and when its ok to enable it')
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}
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return RSAPrivateKey.encode({
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version: 0,
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n: new BN(base64url.decodeToBuffer(jwk.n)),
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e: new BN(base64url.decodeToBuffer(jwk.e)),
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d: new BN(base64url.decodeToBuffer(jwk.d)),
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p: new BN(base64url.decodeToBuffer(jwk.p)),
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q: new BN(base64url.decodeToBuffer(jwk.q)),
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dp: new BN(base64url.decodeToBuffer(jwk.dp)),
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dq: new BN(base64url.decodeToBuffer(jwk.dq)),
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qi: new BN(base64url.decodeToBuffer(jwk.qi))
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}, 'pem', { label: 'RSA PRIVATE KEY' })
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},
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public (jwk) {
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const RSAPublicKey = asn1.get('RSAPublicKey')
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return RSAPublicKey.encode({
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version: 0,
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n: new BN(base64url.decodeToBuffer(jwk.n)),
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e: new BN(base64url.decodeToBuffer(jwk.e))
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}, 'pem', { label: 'RSA PUBLIC KEY' })
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}
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},
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EC: {
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private (jwk) {
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const ECPrivateKey = asn1.get('ECPrivateKey')
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return ECPrivateKey.encode({
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version: 1,
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privateKey: base64url.decodeToBuffer(jwk.d),
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parameters: {
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type: 'namedCurve',
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value: crvToOid.get(jwk.crv)
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},
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publicKey: concatEcPublicKey(jwk.x, jwk.y)
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}, 'pem', { label: 'EC PRIVATE KEY' })
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},
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public (jwk) {
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const PublicKeyInfo = asn1.get('PublicKeyInfo')
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return PublicKeyInfo.encode({
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algorithm: {
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algorithm: EC_KEY_OID,
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parameters: crvToOidBuf.get(jwk.crv)
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},
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publicKey: concatEcPublicKey(jwk.x, jwk.y)
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}, 'pem', { label: 'PUBLIC KEY' })
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}
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},
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OKP: {
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private (jwk) {
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const OneAsymmetricKey = asn1.get('OneAsymmetricKey')
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const b64 = OneAsymmetricKey.encode({
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version: 0,
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privateKey: { privateKey: base64url.decodeToBuffer(jwk.d) },
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algorithm: { algorithm: okpCrvToOid(jwk.crv) }
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}, 'der')
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// TODO: WHYYY? https://github.com/indutny/asn1.js/issues/110
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b64.write('04', 12, 1, 'hex')
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return formatPem(b64.toString('base64'), 'PRIVATE')
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},
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public (jwk) {
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const PublicKeyInfo = asn1.get('PublicKeyInfo')
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return PublicKeyInfo.encode({
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algorithm: { algorithm: okpCrvToOid(jwk.crv) },
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publicKey: {
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unused: 0,
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data: base64url.decodeToBuffer(jwk.x)
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}
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}, 'pem', { label: 'PUBLIC KEY' })
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}
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}
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}
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module.exports.jwkToPem = (jwk, { calculateMissingRSAPrimes = false } = {}) => {
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switch (jwk.kty) {
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case 'EC':
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if (!EC_CURVES.has(jwk.crv)) {
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throw new errors.JOSENotSupported(`unsupported EC key curve: ${jwk.crv}`)
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}
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break
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case 'OKP':
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if (!OKP_CURVES.has(jwk.crv)) {
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throw new errors.JOSENotSupported(`unsupported OKP key curve: ${jwk.crv}`)
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}
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break
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case 'RSA':
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break
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default:
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throw new errors.JOSENotSupported(`unsupported key type: ${jwk.kty}`)
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}
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if (jwk.d) {
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return jwkToPem[jwk.kty].private(jwk, { calculateMissingRSAPrimes })
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}
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return jwkToPem[jwk.kty].public(jwk)
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}
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