3) RsaSetKey\r
4) RsaPkcs1Verify\r
\r
-Copyright (c) 2009 - 2015, Intel Corporation. All rights reserved.<BR>\r
+Copyright (c) 2009 - 2017, Intel Corporation. All rights reserved.<BR>\r
This program and the accompanying materials\r
are licensed and made available under the terms and conditions of the BSD License\r
which accompanies this distribution. The full text of the license may be found at\r
IN UINTN BnSize\r
)\r
{\r
- RSA *RsaKey;\r
+ RSA *RsaKey;\r
+ BIGNUM *BnN;\r
+ BIGNUM *BnE;\r
+ BIGNUM *BnD;\r
+ BIGNUM *BnP;\r
+ BIGNUM *BnQ;\r
+ BIGNUM *BnDp;\r
+ BIGNUM *BnDq;\r
+ BIGNUM *BnQInv;\r
\r
//\r
// Check input parameters.\r
return FALSE;\r
}\r
\r
+ BnN = NULL;\r
+ BnE = NULL;\r
+ BnD = NULL;\r
+ BnP = NULL;\r
+ BnQ = NULL;\r
+ BnDp = NULL;\r
+ BnDq = NULL;\r
+ BnQInv = NULL;\r
+\r
+ //\r
+ // Retrieve the components from RSA object.\r
+ //\r
RsaKey = (RSA *) RsaContext;\r
+ RSA_get0_key (RsaKey, (const BIGNUM **)&BnN, (const BIGNUM **)&BnE, (const BIGNUM **)&BnD);\r
+ RSA_get0_factors (RsaKey, (const BIGNUM **)&BnP, (const BIGNUM **)&BnQ);\r
+ RSA_get0_crt_params (RsaKey, (const BIGNUM **)&BnDp, (const BIGNUM **)&BnDq, (const BIGNUM **)&BnQInv);\r
+\r
//\r
// Set RSA Key Components by converting octet string to OpenSSL BN representation.\r
// NOTE: For RSA public key (used in signature verification), only public components\r
switch (KeyTag) {\r
\r
//\r
- // RSA Public Modulus (N)\r
+ // RSA Public Modulus (N), Public Exponent (e) and Private Exponent (d)\r
//\r
case RsaKeyN:\r
- if (RsaKey->n != NULL) {\r
- BN_free (RsaKey->n);\r
- }\r
- RsaKey->n = NULL;\r
- if (BigNumber == NULL) {\r
- break;\r
- }\r
- RsaKey->n = BN_bin2bn (BigNumber, (UINT32) BnSize, RsaKey->n);\r
- if (RsaKey->n == NULL) {\r
- return FALSE;\r
- }\r
-\r
- break;\r
-\r
- //\r
- // RSA Public Exponent (e)\r
- //\r
case RsaKeyE:\r
- if (RsaKey->e != NULL) {\r
- BN_free (RsaKey->e);\r
+ case RsaKeyD:\r
+ if (BnN == NULL) {\r
+ BnN = BN_new ();\r
}\r
- RsaKey->e = NULL;\r
- if (BigNumber == NULL) {\r
- break;\r
+ if (BnE == NULL) {\r
+ BnE = BN_new ();\r
}\r
- RsaKey->e = BN_bin2bn (BigNumber, (UINT32) BnSize, RsaKey->e);\r
- if (RsaKey->e == NULL) {\r
- return FALSE;\r
+ if (BnD == NULL) {\r
+ BnD = BN_new ();\r
}\r
\r
- break;\r
-\r
- //\r
- // RSA Private Exponent (d)\r
- //\r
- case RsaKeyD:\r
- if (RsaKey->d != NULL) {\r
- BN_free (RsaKey->d);\r
- }\r
- RsaKey->d = NULL;\r
- if (BigNumber == NULL) {\r
- break;\r
- }\r
- RsaKey->d = BN_bin2bn (BigNumber, (UINT32) BnSize, RsaKey->d);\r
- if (RsaKey->d == NULL) {\r
+ if ((BnN == NULL) || (BnE == NULL) || (BnD == NULL)) {\r
return FALSE;\r
}\r
\r
- break;\r
-\r
- //\r
- // RSA Secret Prime Factor of Modulus (p)\r
- //\r
- case RsaKeyP:\r
- if (RsaKey->p != NULL) {\r
- BN_free (RsaKey->p);\r
- }\r
- RsaKey->p = NULL;\r
- if (BigNumber == NULL) {\r
+ switch (KeyTag) {\r
+ case RsaKeyN:\r
+ BnN = BN_bin2bn (BigNumber, (UINT32)BnSize, BnN);\r
+ break;\r
+ case RsaKeyE:\r
+ BnE = BN_bin2bn (BigNumber, (UINT32)BnSize, BnE);\r
break;\r
+ case RsaKeyD:\r
+ BnD = BN_bin2bn (BigNumber, (UINT32)BnSize, BnD);\r
+ break;\r
+ default:\r
+ return FALSE;\r
}\r
- RsaKey->p = BN_bin2bn (BigNumber, (UINT32) BnSize, RsaKey->p);\r
- if (RsaKey->p == NULL) {\r
+ if (RSA_set0_key (RsaKey, BN_dup(BnN), BN_dup(BnE), BN_dup(BnD)) == 0) {\r
return FALSE;\r
}\r
\r
break;\r
\r
//\r
- // RSA Secret Prime Factor of Modules (q)\r
+ // RSA Secret Prime Factor of Modulus (p and q)\r
//\r
+ case RsaKeyP:\r
case RsaKeyQ:\r
- if (RsaKey->q != NULL) {\r
- BN_free (RsaKey->q);\r
+ if (BnP == NULL) {\r
+ BnP = BN_new ();\r
}\r
- RsaKey->q = NULL;\r
- if (BigNumber == NULL) {\r
- break;\r
+ if (BnQ == NULL) {\r
+ BnQ = BN_new ();\r
}\r
- RsaKey->q = BN_bin2bn (BigNumber, (UINT32) BnSize, RsaKey->q);\r
- if (RsaKey->q == NULL) {\r
+ if ((BnP == NULL) || (BnQ == NULL)) {\r
return FALSE;\r
}\r
\r
- break;\r
-\r
- //\r
- // p's CRT Exponent (== d mod (p - 1))\r
- //\r
- case RsaKeyDp:\r
- if (RsaKey->dmp1 != NULL) {\r
- BN_free (RsaKey->dmp1);\r
- }\r
- RsaKey->dmp1 = NULL;\r
- if (BigNumber == NULL) {\r
+ switch (KeyTag) {\r
+ case RsaKeyP:\r
+ BnP = BN_bin2bn (BigNumber, (UINT32)BnSize, BnP);\r
break;\r
+ case RsaKeyQ:\r
+ BnQ = BN_bin2bn (BigNumber, (UINT32)BnSize, BnQ);\r
+ break;\r
+ default:\r
+ return FALSE;\r
}\r
- RsaKey->dmp1 = BN_bin2bn (BigNumber, (UINT32) BnSize, RsaKey->dmp1);\r
- if (RsaKey->dmp1 == NULL) {\r
+ if (RSA_set0_factors (RsaKey, BN_dup(BnP), BN_dup(BnQ)) == 0) {\r
return FALSE;\r
}\r
\r
break;\r
\r
//\r
- // q's CRT Exponent (== d mod (q - 1))\r
+ // p's CRT Exponent (== d mod (p - 1)), q's CRT Exponent (== d mod (q - 1)),\r
+ // and CRT Coefficient (== 1/q mod p)\r
//\r
+ case RsaKeyDp:\r
case RsaKeyDq:\r
- if (RsaKey->dmq1 != NULL) {\r
- BN_free (RsaKey->dmq1);\r
+ case RsaKeyQInv:\r
+ if (BnDp == NULL) {\r
+ BnDp = BN_new ();\r
}\r
- RsaKey->dmq1 = NULL;\r
- if (BigNumber == NULL) {\r
- break;\r
+ if (BnDq == NULL) {\r
+ BnDq = BN_new ();\r
}\r
- RsaKey->dmq1 = BN_bin2bn (BigNumber, (UINT32) BnSize, RsaKey->dmq1);\r
- if (RsaKey->dmq1 == NULL) {\r
+ if (BnQInv == NULL) {\r
+ BnQInv = BN_new ();\r
+ }\r
+ if ((BnDp == NULL) || (BnDq == NULL) || (BnQInv == NULL)) {\r
return FALSE;\r
}\r
\r
- break;\r
-\r
- //\r
- // The CRT Coefficient (== 1/q mod p)\r
- //\r
- case RsaKeyQInv:\r
- if (RsaKey->iqmp != NULL) {\r
- BN_free (RsaKey->iqmp);\r
- }\r
- RsaKey->iqmp = NULL;\r
- if (BigNumber == NULL) {\r
+ switch (KeyTag) {\r
+ case RsaKeyDp:\r
+ BnDp = BN_bin2bn (BigNumber, (UINT32)BnSize, BnDp);\r
+ break;\r
+ case RsaKeyDq:\r
+ BnDq = BN_bin2bn (BigNumber, (UINT32)BnSize, BnDq);\r
+ break;\r
+ case RsaKeyQInv:\r
+ BnQInv = BN_bin2bn (BigNumber, (UINT32)BnSize, BnQInv);\r
break;\r
+ default:\r
+ return FALSE;\r
}\r
- RsaKey->iqmp = BN_bin2bn (BigNumber, (UINT32) BnSize, RsaKey->iqmp);\r
- if (RsaKey->iqmp == NULL) {\r
+ if (RSA_set0_crt_params (RsaKey, BN_dup(BnDp), BN_dup(BnDq), BN_dup(BnQInv)) == 0) {\r
return FALSE;\r
}\r
\r
case MD5_DIGEST_SIZE:\r
DigestType = NID_md5;\r
break;\r
- \r
+\r
case SHA1_DIGEST_SIZE:\r
DigestType = NID_sha1;\r
break;\r
- \r
+\r
case SHA256_DIGEST_SIZE:\r
DigestType = NID_sha256;\r
break;\r
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