RSAKey Type

Contains the typical parameters for the RSA algorithm.

Remarks

This type is made up of fields that represent the private and public key parameters used by the RSA algorithm.

RSA Keys

A RSA key is made up of a number of individual parameters.

The public key consists of the following parameters:

• Modulus
• Exponent

The component also includes the PublicKey property which holds the PEM formatted public key for ease of use. This is helpful if you are in control of both sides of the encryption/signing and decryption/signature verification process. When sending the public key to a recipient note that not all implementations will support using the PEM formatted value in PublicKey in which case the individual parameters must be sent.

The private key may be represented in one of two ways. Both are mathematically equivalent. Private key format 1:

• Modulus
• P
• Q
• DP
• DQ

Private key format 2 is simpler but has decreased performance when decrypting and signing. This format is:

• Modulus
• D

The component also include the PrivateKey property which holds the PEM formatted private key for ease of use. This is helpful for storing the private key more easily.

Fields

D String	Represents the D parameter for the RSA algorithm.
DB TBytes	Represents the D parameter for the RSA algorithm.
DP String	Represents the DP parameter for the RSA algorithm.
DPB TBytes	Represents the DP parameter for the RSA algorithm.
DQ String	Represents the DQ parameter for the RSA algorithm.
DQB TBytes	Represents the DQ parameter for the RSA algorithm.
Exponent String	Represents the Exponent parameter for the RSA algorithm.
ExponentB TBytes	Represents the Exponent parameter for the RSA algorithm.
InverseQ String	Represents the InverseQ parameter for the RSA algorithm. This parameter is optional and is automatically calculated as necessary.
InverseQB TBytes	Represents the InverseQ parameter for the RSA algorithm. This parameter is optional and is automatically calculated as necessary.
Modulus String	Represents the Modulus parameter for the RSA algorithm.
ModulusB TBytes	Represents the Modulus parameter for the RSA algorithm.
P String	Represents the P parameter for the RSA algorithm.
PB TBytes	Represents the P parameter for the RSA algorithm.
PrivateKey String	This property is a PEM formatted private key. The purpose of this property is to allow easier management of the private key parameters by using only a single value.
PublicKey String	This property is a PEM formatted public key. The purpose of this property is to allow easier management of the public key parameters by using only a single value.
Q String	Represents the Q parameter for the RSA algorithm.
QB TBytes	Represents the Q parameter for the RSA algorithm.

Constructors

constructor Create();

The default constructor creates a new RSAKey instance but does not assign a public or private key.

constructor Create(valModulus: TBytes; valExponent: TBytes);

The public key constructor assigns an existing public key.

constructor Create(valModulus: TBytes; valD: TBytes; valP: TBytes; valQ: TBytes; valDP: TBytes; valDQ: TBytes);

The private key constructor assigns an existing private key. Any valid combination of parameters representing a private key may be supplied. See the description at the top of this page for details on RSA private key formats.