19
|
1 |
/*
|
|
2 |
* Copyright (c) 2003-2009 Nokia Corporation and/or its subsidiary(-ies).
|
|
3 |
* All rights reserved.
|
|
4 |
* This component and the accompanying materials are made available
|
|
5 |
* under the terms of the License "Eclipse Public License v1.0"
|
|
6 |
* which accompanies this distribution, and is available
|
|
7 |
* at the URL "http://www.eclipse.org/legal/epl-v10.html".
|
|
8 |
*
|
|
9 |
* Initial Contributors:
|
|
10 |
* Nokia Corporation - initial contribution.
|
|
11 |
*
|
|
12 |
* Contributors:
|
|
13 |
*
|
|
14 |
* Description:
|
|
15 |
*
|
|
16 |
*/
|
|
17 |
|
|
18 |
|
|
19 |
#include <bigint.h>
|
|
20 |
#include "keys.h"
|
|
21 |
#include <asymmetrickeys.h>
|
|
22 |
#include <cryptospi/cryptospidef.h>
|
|
23 |
#include <cryptospi/cryptoparams.h>
|
|
24 |
#include "rsafunction.h"
|
|
25 |
#include "mont.h"
|
|
26 |
|
|
27 |
using namespace CryptoSpi;
|
|
28 |
|
|
29 |
// Public Encrypt
|
|
30 |
void RSAFunction::EncryptL(const CKey& aPublicKey,
|
|
31 |
const TInteger& aInput, RInteger& aOutput)
|
|
32 |
{
|
|
33 |
const TInteger& N = aPublicKey.GetBigIntL(KRsaKeyParameterNUid);
|
|
34 |
const TInteger& E = aPublicKey.GetBigIntL(KRsaKeyParameterEUid);
|
|
35 |
FunctionL(N, E, aInput, aOutput);
|
|
36 |
}
|
|
37 |
|
|
38 |
// Private Decrypt
|
|
39 |
void RSAFunction::DecryptL(const CKey& aPrivateKey, const TInteger& aInput, RInteger& aOutput)
|
|
40 |
{
|
|
41 |
if (aPrivateKey.KeyProperty().iKeyType == KRsaPrivateKeyStandardUid)
|
|
42 |
{
|
|
43 |
const TInteger& N = aPrivateKey.GetBigIntL(KRsaKeyParameterNUid);
|
|
44 |
const TInteger& D = aPrivateKey.GetBigIntL(KRsaKeyParameterDUid);
|
|
45 |
FunctionL(N, D, aInput, aOutput);
|
|
46 |
}
|
|
47 |
else if (aPrivateKey.KeyProperty().iKeyType == KRsaPrivateKeyCRTUid)
|
|
48 |
{
|
|
49 |
FunctionCRTL(aPrivateKey, aInput, aOutput);
|
|
50 |
}
|
|
51 |
else
|
|
52 |
{
|
|
53 |
User::Leave(KErrNotSupported);
|
|
54 |
}
|
|
55 |
}
|
|
56 |
|
|
57 |
// Private Encrypt
|
|
58 |
void RSAFunction::SignL(const CKey& aPrivateKey, const TInteger& aInput, RInteger& aOutput)
|
|
59 |
{
|
|
60 |
if (aPrivateKey.KeyProperty().iKeyType == KRsaPrivateKeyStandardUid)
|
|
61 |
{
|
|
62 |
const TInteger& N = aPrivateKey.GetBigIntL(KRsaKeyParameterNUid);
|
|
63 |
const TInteger& D = aPrivateKey.GetBigIntL(KRsaKeyParameterDUid);
|
|
64 |
FunctionL(N, D, aInput, aOutput);
|
|
65 |
}
|
|
66 |
else if (aPrivateKey.KeyProperty().iKeyType == KRsaPrivateKeyCRTUid)
|
|
67 |
{
|
|
68 |
FunctionCRTL(aPrivateKey, aInput, aOutput);
|
|
69 |
}
|
|
70 |
else
|
|
71 |
{
|
|
72 |
User::Leave(KErrNotSupported);
|
|
73 |
}
|
|
74 |
}
|
|
75 |
|
|
76 |
// Public Decrypt
|
|
77 |
void RSAFunction::VerifyL(const CKey& aPublicKey,
|
|
78 |
const TInteger& aInput, RInteger& aOutput)
|
|
79 |
{
|
|
80 |
const TInteger& N = aPublicKey.GetBigIntL(KRsaKeyParameterNUid);
|
|
81 |
const TInteger& E = aPublicKey.GetBigIntL(KRsaKeyParameterEUid);
|
|
82 |
FunctionL(N, E, aInput, aOutput);
|
|
83 |
}
|
|
84 |
|
|
85 |
// The RSA Trapdoor Function
|
|
86 |
void RSAFunction::FunctionL(const TInteger& aModulus, const TInteger& aExponent,
|
|
87 |
const TInteger& aBase, RInteger& aOutput)
|
|
88 |
{
|
|
89 |
IsInputValidL(aBase, aModulus);
|
|
90 |
|
|
91 |
aOutput = TInteger::ModularExponentiateL(aBase, aExponent, aModulus);
|
|
92 |
}
|
|
93 |
|
|
94 |
// The CRT version of the RSA Trapdoor Function
|
|
95 |
void RSAFunction::FunctionCRTL(const CKey& aPrivateKey,
|
|
96 |
const TInteger& aInput, RInteger& aOutput)
|
|
97 |
{
|
|
98 |
const TInteger& N = aPrivateKey.GetBigIntL(KRsaKeyParameterNUid);
|
|
99 |
IsInputValidL(aInput, N);
|
|
100 |
|
|
101 |
const TInteger& P = aPrivateKey.GetBigIntL(KRsaKeyParameterPUid);
|
|
102 |
const TInteger& Q = aPrivateKey.GetBigIntL(KRsaKeyParameterQUid);
|
|
103 |
const TInteger& DP = aPrivateKey.GetBigIntL(KRsaKeyParameterDPUid);
|
|
104 |
const TInteger& DQ = aPrivateKey.GetBigIntL(KRsaKeyParameterDQUid);
|
|
105 |
const TInteger& QInv = aPrivateKey.GetBigIntL(KRsaKeyParameterQInvUid);
|
|
106 |
|
|
107 |
CMontgomeryStructure* montP = CMontgomeryStructure::NewLC(P);
|
|
108 |
CMontgomeryStructure* montQ = CMontgomeryStructure::NewLC(Q);
|
|
109 |
|
|
110 |
// m1 = c^(dP) mod(p)
|
|
111 |
RInteger inputReduced = aInput.ModuloL(P);
|
|
112 |
CleanupStack::PushL(inputReduced);
|
|
113 |
const TInteger& m1 = montP->ExponentiateL(inputReduced, DP);
|
|
114 |
CleanupStack::PopAndDestroy(&inputReduced);
|
|
115 |
|
|
116 |
// m2 = c^(dQ) mod(Q)
|
|
117 |
inputReduced = aInput.ModuloL(Q);
|
|
118 |
CleanupStack::PushL(inputReduced);
|
|
119 |
const TInteger& m2 = montQ->ExponentiateL(inputReduced, DQ);
|
|
120 |
CleanupStack::PopAndDestroy(&inputReduced);
|
|
121 |
|
|
122 |
// Calculate CRT
|
|
123 |
// h = (m1-m2) qInv mod(p)
|
|
124 |
RInteger h = m1.MinusL(m2);
|
|
125 |
CleanupStack::PushL(h);
|
|
126 |
h *= QInv;
|
|
127 |
h %= P;
|
|
128 |
|
|
129 |
// m = m2 + q * h
|
|
130 |
h *= Q;
|
|
131 |
h += m2;
|
|
132 |
|
|
133 |
aOutput = h;
|
|
134 |
CleanupStack::Pop(&h);
|
|
135 |
|
|
136 |
CleanupStack::PopAndDestroy(montQ);
|
|
137 |
CleanupStack::PopAndDestroy(montP);
|
|
138 |
}
|