RSAPrivateKeySpec

open class RSAPrivateKeySpec : KeySpec

kotlin.Any
↳	java.security.spec.RSAPrivateKeySpec

Known Direct Subclasses

RSAMultiPrimePrivateCrtKeySpec	This class specifies an RSA multi-prime private key, as defined in the PKCS#1 v2.2 standard using the Chinese Remainder Theorem (CRT) information values for efficiency.
RSAPrivateCrtKeySpec	This class specifies an RSA private key, as defined in the PKCS#1 v2.2 standard, using the Chinese Remainder Theorem (CRT) information values for efficiency.

This class specifies an RSA private key.

Summary

Public constructors
`RSAPrivateKeySpec(modulus: BigInteger!, privateExponent: BigInteger!)` Creates a new RSAPrivateKeySpec.
`RSAPrivateKeySpec(modulus: BigInteger!, privateExponent: BigInteger!, params: AlgorithmParameterSpec!)` Creates a new RSAPrivateKeySpec with additional key parameters.

Public methods
open BigInteger!	`getModulus()` Returns the modulus.
open AlgorithmParameterSpec!	`getParams()` Returns the parameters associated with this key, may be null if not present.
open BigInteger!	`getPrivateExponent()` Returns the private exponent.

RSAPrivateKeySpec(
    modulus: BigInteger!, 
    privateExponent: BigInteger!)

Creates a new RSAPrivateKeySpec.

Parameters
`modulus`	BigInteger!: the modulus
`privateExponent`	BigInteger!: the private exponent

RSAPrivateKeySpec(
    modulus: BigInteger!, 
    privateExponent: BigInteger!, 
    params: AlgorithmParameterSpec!)

Creates a new RSAPrivateKeySpec with additional key parameters.

Parameters
`modulus`	BigInteger!: the modulus
`privateExponent`	BigInteger!: the private exponent
`params`	AlgorithmParameterSpec!: the parameters associated with this key, may be null

open fun getModulus(): BigInteger!

Returns the modulus.

Return
`BigInteger!`	the modulus

open fun getParams(): AlgorithmParameterSpec!

Returns the parameters associated with this key, may be null if not present.

Return
`AlgorithmParameterSpec!`	the parameters associated with this key

open fun getPrivateExponent(): BigInteger!

Returns the private exponent.

Return
`BigInteger!`	the private exponent