SelfIssuedAuthAsymmetricKey.cs source code in C# .NET

                        Code:
                         / WCF / WCF / 3.5.30729.1 / untmp / Orcas / SP / ndp / cdf / src / WCF / infocard / Service / managed / Microsoft / InfoCards / SelfIssuedAuthAsymmetricKey.cs / 1 / SelfIssuedAuthAsymmetricKey.cs
                        
                        
                            //------------------------------------------------------------------------------ 
// Copyright (c) Microsoft Corporation.  All rights reserved.
//-----------------------------------------------------------------------------
//
namespace Microsoft.InfoCards 
{
    using System; 
    using System.IdentityModel.Selectors; 
    using System.IdentityModel.Tokens;
    using System.ServiceModel; 
    using System.ServiceModel.Security;
    using System.ServiceModel.Security.Tokens;
    using System.Runtime.InteropServices;
    using System.Security.Cryptography; 
    using System.IdentityModel;
    using System.Security.Cryptography.Xml; 
 
    using IDT = Microsoft.InfoCards.Diagnostics.InfoCardTrace;
    using System.Collections.ObjectModel; 
    using System.Collections.Generic;

    //
    // For common & resources 
    //
    using Microsoft.InfoCards; 
 
    //
    // Summary: 
    //  This class implements a public/private AsymmetricSecurityKey
    //  that safely handed to Indigo code
    //
    internal class SelfIssuedAuthAsymmetricKey : AsymmetricSecurityKey, IDisposable 
    {
        SelfIssuedAuthRSACryptoProvider m_selfIssuedAuthRsaCryptoProvider; 
 
        //
        // Summary: 
        //  Constructs a new SelfIssuedAuthAsymmetricCrypto given an SelfIssuedAuthRSACryptoProvider.
        //
        // Parameters:
        //  cryptoHandle  - the handle to the asymmetric key to base this crypto object on. 
        public SelfIssuedAuthAsymmetricKey( RSACryptoServiceProvider rsa )
        { 
            m_selfIssuedAuthRsaCryptoProvider = new SelfIssuedAuthRSACryptoProvider( rsa ); 
        }
 
        //
        // Summary:
        //  Returns the size of the asymmetric key
        // 
        public override int KeySize
        { 
            get { return m_selfIssuedAuthRsaCryptoProvider.KeySize; } 
        }
 
        //
        // Summary:
        //  Indicates whether this IAsymmetricCrypto has access to the private key.
        //  In our case, that's the whole point, so it always returns true. 
        //
        public override bool HasPrivateKey() 
        { 
            IDT.ThrowInvalidArgumentConditional( m_selfIssuedAuthRsaCryptoProvider.IsPublicOnly(), "selfIssuedRsaCrypoProvider" );
            return true; 
        }

        //
        // Summary: 
        //  Returns a reference to the SelfIssuedAuthRSACryptoProvider that give Indigo access to
        //  the private key associated with the infocard, recipient tuple. 
        // 
        // Parameters:
        //  algorithmUri  - The URI of the algorithm being requested. 
        //  privateKey    - set to true if access to the private key is required.
        //
        public override AsymmetricAlgorithm GetAsymmetricAlgorithm( string algorithmUri, bool privateKey )
        { 
            switch ( algorithmUri )
            { 
                case SignedXml.XmlDsigRSASHA1Url: 
                case EncryptedXml.XmlEncRSA15Url:
                case EncryptedXml.XmlEncRSAOAEPUrl: 
                    return m_selfIssuedAuthRsaCryptoProvider;

                default:
                    throw IDT.ThrowHelperError( new NotSupportedException( 
                        SR.GetString( SR.ClientUnsupportedCryptoAlgorithm, algorithmUri ) ) );
            } 
        } 

        // 
        // Sumamry:
        //  Returns a HashAlgorithm
        //
        // Parameters: 
        //  algorithmUri  - the uri of the hash algorithm being requested.
        // 
        public override HashAlgorithm GetHashAlgorithmForSignature( string algorithmUri ) 
        {
            switch ( algorithmUri ) 
            {
                case SignedXml.XmlDsigRSASHA1Url:
                    return new SHA1Managed();
                default: 
                    throw IDT.ThrowHelperError( new NotSupportedException(
                        SR.GetString( SR.UnsupportedSignatureAlgorithm, algorithmUri ) ) ); 
            } 
        }
 
        //
        // Summary:
        //  Returns a Signature deformatter.
        // 
        // Parameters:
        //  algorithmUri  - the uri of signature deformatter being requeted. 
        // 
        public override AsymmetricSignatureDeformatter GetSignatureDeformatter( string algorithmUri )
        { 
            switch ( algorithmUri )
            {
                case SignedXml.XmlDsigRSASHA1Url:
                    return new SelfIssuedAuthRSAPKCS1SignatureDeformatter( m_selfIssuedAuthRsaCryptoProvider ); 

                default: 
                    throw IDT.ThrowHelperError( new NotSupportedException( 
                        SR.GetString( SR.UnsupportedSignatureAlgorithm, algorithmUri ) ) );
            } 
        }

        //
        // Summary: 
        //  Returns a Signature formatter.
        // 
        // Parameters: 
        //  algorithmUri  - the uri of signature formatter being requeted.
        // 
        public override AsymmetricSignatureFormatter GetSignatureFormatter( string algorithmUri )
        {
            switch ( algorithmUri )
            { 
                case SignedXml.XmlDsigRSASHA1Url:
                    return new SelfIssuedAuthRSAPKCS1SignatureFormatter( m_selfIssuedAuthRsaCryptoProvider ); 
 
                default:
                    throw IDT.ThrowHelperError( new NotSupportedException( 
                        SR.GetString( SR.UnsupportedSignatureAlgorithm, algorithmUri ) ) );
            }
        }
 
        //
        // Summary: 
        //  Decrypts a symmetric key using the private key of a public/private key pair. 
        //
        // Parameters: 
        //  algorithmUri  - The algorithm to use to decrypt the key.
        //  keyData       - the key to decrypt.
        //
        public override byte[ ] DecryptKey( string algorithmUri, byte[ ] keyData ) 
        {
            // 
            // Encrypt/Decrypt should not be happenning in a proof token 
            //
            throw IDT.ThrowHelperError( new NotSupportedException() ); 
        }

        //
        // Summary: 
        //  Encrypts a symmetric key using the public key of a public/private key pair.
        // 
        // Parameters: 
        //  algorithmUri  - The algorithm to use to encrypt the key.
        //  keyData       - the key to encrypt. 
        //
        public override byte[ ] EncryptKey( string algorithmUri, byte[ ] keyData )
        {
            // 
            // Encrypt/Decrypt should not be happenning in a proof token
            // 
            throw IDT.ThrowHelperError( new NotSupportedException() ); 
        }
 
        public override bool IsSupportedAlgorithm( string algorithmUri )
        {
            switch (algorithmUri)
            { 
                case SignedXml.XmlDsigRSASHA1Url:
                case EncryptedXml.XmlEncRSA15Url: 
                case EncryptedXml.XmlEncRSAOAEPUrl: 
                    return true;
                default: 
                    return false;
            }
        }
 
        public override bool IsSymmetricAlgorithm( string algorithmUri )
        { 
            return InfoCardCryptoHelper.IsSymmetricAlgorithm(algorithmUri); 
        }
 
        public override bool IsAsymmetricAlgorithm( string algorithmUri )
        {
            return InfoCardCryptoHelper.IsAsymmetricAlgorithm(algorithmUri);
        } 

        public void Dispose() 
        { 
            if ( null != m_selfIssuedAuthRsaCryptoProvider )
            { 
                ( ( IDisposable )m_selfIssuedAuthRsaCryptoProvider ).Dispose();
                m_selfIssuedAuthRsaCryptoProvider = null;
            }
        } 

    } 
 
}

// File provided for Reference Use Only by Microsoft Corporation (c) 2007.
// Copyright (c) Microsoft Corporation. All rights reserved.
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SelfIssuedAuthAsymmetricKey.cs source code in C# .NET

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