DL_SimpleKeyAgreementDomainBase< T > Class Template Reference

#include <pubkey.h>

Inheritance diagram for DL_SimpleKeyAgreementDomainBase< T >:

List of all members.

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Detailed Description

template<class T>
class DL_SimpleKeyAgreementDomainBase< T >

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Definition at line 1400 of file pubkey.h.

Public Types
typedef T	Element
Public Member Functions
CryptoParameters &	AccessCryptoParameters ()
unsigned int	AgreedValueLength () const
	return length of agreed value produced
unsigned int	PrivateKeyLength () const
	return length of private keys in this domain
unsigned int	PublicKeyLength () const
	return length of public keys in this domain
void	GeneratePrivateKey (RandomNumberGenerator &rng, byte *privateKey) const
	generate private key
void	GeneratePublicKey (RandomNumberGenerator &rng, const byte *privateKey, byte *publicKey) const
	generate public key
bool	Agree (byte *agreedValue, const byte *privateKey, const byte *otherPublicKey, bool validateOtherPublicKey=true) const
	derive agreed value from your private key and couterparty's public key, return false in case of failure
const Element &	GetGenerator () const
virtual void	GenerateKeyPair (RandomNumberGenerator &rng, byte *privateKey, byte *publicKey) const
	generate private/public key pair
CryptoMaterial &	AccessMaterial ()
	returns a reference to the crypto material used by this object
const CryptoMaterial &	GetMaterial () const
	returns a const reference to the crypto material used by this object
virtual const CryptoParameters &	GetCryptoParameters () const
void	BERDecode (BufferedTransformation &bt)
	for backwards compatibility, calls AccessMaterial().Load(bt)
void	DEREncode (BufferedTransformation &bt) const
	for backwards compatibility, calls GetMaterial().Save(bt)
virtual std::string	AlgorithmName () const
	returns name of this algorithm, not universally implemented yet
virtual Clonable *	Clone () const
	this is not implemented by most classes yet
Protected Member Functions
virtual const DL_KeyAgreementAlgorithm< Element > &	GetKeyAgreementAlgorithm () const =0
virtual DL_GroupParameters< Element > &	AccessAbstractGroupParameters ()=0
const DL_GroupParameters< Element > &	GetAbstractGroupParameters () const

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Member Function Documentation

template<class T> void DL_SimpleKeyAgreementDomainBase< T >::GeneratePrivateKey (  RandomNumberGenerator &  rng, byte *  privateKey )  const [inline, virtual]

generate private key Precondition: size of privateKey == PrivateKeyLength() Implements SimpleKeyAgreementDomain. Definition at line 1410 of file pubkey.h.

template<class T> void DL_SimpleKeyAgreementDomainBase< T >::GeneratePublicKey (  RandomNumberGenerator &  rng, const byte *  privateKey, byte *  publicKey )  const [inline, virtual]

generate public key Precondition: size of publicKey == PublicKeyLength() Implements SimpleKeyAgreementDomain. Reimplemented in DH_Domain< GROUP_PARAMETERS, COFACTOR_OPTION >. Definition at line 1416 of file pubkey.h.

template<class T> bool DL_SimpleKeyAgreementDomainBase< T >::Agree (  byte *  agreedValue, const byte *  privateKey, const byte *  otherPublicKey, bool  validateOtherPublicKey = true )  const [inline, virtual]

derive agreed value from your private key and couterparty's public key, return false in case of failure Note: If you have previously validated the public key, use validateOtherPublicKey=false to save time. Precondition: size of agreedValue == AgreedValueLength() length of privateKey == PrivateKeyLength() length of otherPublicKey == PublicKeyLength() Implements SimpleKeyAgreementDomain. Definition at line 1424 of file pubkey.h.

void SimpleKeyAgreementDomain::GenerateKeyPair (  RandomNumberGenerator &  rng, byte *  privateKey, byte *  publicKey )  const [virtual, inherited]

generate private/public key pair Note: equivalent to calling GeneratePrivateKey() and then GeneratePublicKey() Definition at line 667 of file cryptlib.cpp. References SimpleKeyAgreementDomain::GeneratePrivateKey(), and SimpleKeyAgreementDomain::GeneratePublicKey().

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The documentation for this class was generated from the following file:

• pubkey.h

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