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| File Size: | 315 lines (9 kb) |
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RSAKey:: (20 methods):
__construct()
createFromJWK()
getModulus()
getModulusLength()
getExponent()
getPublicExponent()
getPrivateExponent()
getPrimes()
getExponents()
getCoefficient()
isPublic()
toPublic()
toArray()
toPEM()
exponentiate()
populateBigIntegers()
convertBase64StringToBigInteger()
initPublicKey()
initPrivateKey()
fromBase64ToInteger()
| __construct(JWK $data) X-Ref |
| createFromJWK(JWK $jwk) X-Ref |
return: RSAKey |
| getModulus() X-Ref |
| No description |
| getModulusLength() X-Ref |
| No description |
| getExponent() X-Ref |
| No description |
| getPublicExponent() X-Ref |
| No description |
| getPrivateExponent() X-Ref |
| No description |
| getPrimes() X-Ref |
return: BigInteger[] |
| getExponents() X-Ref |
return: BigInteger[] |
| getCoefficient() X-Ref |
| No description |
| isPublic() X-Ref |
| No description |
| toPublic(self $private) X-Ref |
param: RSAKey $private return: RSAKey |
| toArray() X-Ref |
| No description |
| toPEM() X-Ref |
| No description |
| exponentiate(self $key, BigInteger $c) X-Ref |
| Exponentiate with or without Chinese Remainder Theorem. Operation with primes 'p' and 'q' is appox. 2x faster. param: RSAKey $key |
| populateBigIntegers() X-Ref |
| No description |
| convertBase64StringToBigInteger(string $value) X-Ref |
| No description |
| initPublicKey() X-Ref |
| No description |
| initPrivateKey() X-Ref |
| No description |
| fromBase64ToInteger($value) X-Ref |
param: string $value return: string |
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