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Posted to commits@milagro.apache.org by km...@apache.org on 2020/03/26 09:30:29 UTC
[incubator-milagro-MPC] branch fix-typos created (now 60f038a)
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kmccusker pushed a change to branch fix-typos
in repository https://gitbox.apache.org/repos/asf/incubator-milagro-MPC.git.
at 60f038a fix typos in include files
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new 60f038a fix typos in include files
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[incubator-milagro-MPC] 01/01: fix typos in include files
Posted by km...@apache.org.
This is an automated email from the ASF dual-hosted git repository.
kmccusker pushed a commit to branch fix-typos
in repository https://gitbox.apache.org/repos/asf/incubator-milagro-MPC.git
commit 60f038a404901ed8f7ee4e451d42620182197bc4
Author: Kealan McCusker <ke...@gmail.com>
AuthorDate: Thu Mar 26 09:30:08 2020 +0000
fix typos in include files
---
include/amcl/commitments.h | 2 +-
include/amcl/factoring_zk.h | 6 +++---
include/amcl/mta.h | 12 ++++++------
include/amcl/schnorr.h | 8 ++++----
scripts/buildAMCL.sh | 2 +-
5 files changed, 15 insertions(+), 15 deletions(-)
diff --git a/include/amcl/commitments.h b/include/amcl/commitments.h
index 260dc5e..ba25de6 100644
--- a/include/amcl/commitments.h
+++ b/include/amcl/commitments.h
@@ -89,7 +89,7 @@ typedef struct
/*! \brief Set up an RSA modulus and the necessary values.
*
- * RNG is only used to generate the values not explicitely specified.
+ * RNG is only used to generate the values not explicitly specified.
* This allows using safe primes P and Q generated externally while
* still randomly generating B0 and ALPHA. In turn, this allows the
* user to generate P and Q with ad hoc libraries for the generation of
diff --git a/include/amcl/factoring_zk.h b/include/amcl/factoring_zk.h
index 6f9d100..c0cd9e5 100644
--- a/include/amcl/factoring_zk.h
+++ b/include/amcl/factoring_zk.h
@@ -19,7 +19,7 @@ under the License.
/**
* @file factoring_zk.h
- * @brief ZK proof of knwledge of factoring declarations
+ * @brief ZK proof of knowledge of factoring declarations
*
*/
@@ -54,14 +54,14 @@ extern "C"
* @param P First prime of the factorization
* @param Q Second prime of the factorization
* @param R Random value used in the proof. If RNG is NULL this is read
- * @param E Fisrt component of the ZK proof
+ * @param E First component of the ZK proof
* @param Y Second component of the ZK proof
*/
void FACTORING_ZK_prove(csprng *RNG, octet *P, octet *Q, octet *R, octet *E, octet *Y);
/** \brief Verify ZK proof of knowledge of factoring of N
*
- * Verify that (E, Y) is a valid proof of knowldge of factoring of N
+ * Verify that (E, Y) is a valid proof of knowledge of factoring of N
*
* @param N Public integer, the RSA modulus
* @param E Fisrt component of the ZK proof
diff --git a/include/amcl/mta.h b/include/amcl/mta.h
index 8ef8b3a..bb175c1 100644
--- a/include/amcl/mta.h
+++ b/include/amcl/mta.h
@@ -44,7 +44,7 @@ extern "C" {
/*! \brief Client MTA first pass
*
- * Encrypt multplicative share, \f$ a \f$, of secret \f$ s = a.b \f$
+ * Encrypt multiplicative share, \f$ a \f$, of secret \f$ s = a.b \f$
*
* @param RNG Pointer to a cryptographically secure random number generator
* @param PUB Paillier Public key
@@ -172,7 +172,7 @@ typedef struct
* @param key Paillier key used to encrypt M
* @param mod Public BC modulus of the verifier
* @param M Message to prove knowledge and range
- * @param c Destinaton commitment
+ * @param c Destination commitment
* @param rv Random values associated to the commitment. If RNG is NULL this is read
*/
extern void MTA_RP_commit(csprng *RNG, PAILLIER_private_key *key, COMMITMENTS_BC_pub_modulus *mod, octet *M, MTA_RP_commitment *c, MTA_RP_commitment_rv *rv);
@@ -333,7 +333,7 @@ typedef struct
* @param X Message to prove knowledge and range
* @param Y Message to prove knowledge
* @param C1 Base Paillier Ciphertext
- * @param c Destinaton commitment
+ * @param c Destination commitment
* @param rv Random values associated to the commitment. If RNG is NULL this is read
*/
extern void MTA_ZK_commit(csprng *RNG, PAILLIER_public_key *key, COMMITMENTS_BC_pub_modulus *mod, octet *X, octet *Y, octet *C1, MTA_ZK_commitment *c, MTA_ZK_commitment_rv *rv);
@@ -457,7 +457,7 @@ typedef MTA_ZK_commitment_rv MTA_ZKWC_commitment_rv;
/** \brief Public commitment for the Receiver ZKP with check */
typedef struct
{
- MTA_ZK_commitment zkc; /**< Commitment for the base Recevier ZKP */
+ MTA_ZK_commitment zkc; /**< Commitment for the base Receiver ZKP */
ECP_SECP256K1 U; /**< Commitment for the DLOG knowledge proof */
} MTA_ZKWC_commitment;
@@ -490,7 +490,7 @@ typedef MTA_ZK_proof MTA_ZKWC_proof;
* @param X Message to prove knowledge and range
* @param Y Message to prove knowledge
* @param C1 Base Paillier Ciphertext
- * @param c Destinaton commitment
+ * @param c Destination commitment
* @param rv Random values associated to the commitment. If RNG is NULL this is read
*/
extern void MTA_ZKWC_commit(csprng *RNG, PAILLIER_public_key *key, COMMITMENTS_BC_pub_modulus *mod, octet *X, octet *Y, octet *C1, MTA_ZKWC_commitment *c, MTA_ZKWC_commitment_rv *rv);
@@ -517,7 +517,7 @@ extern void MTA_ZKWC_challenge(PAILLIER_public_key *key, COMMITMENTS_BC_pub_modu
*
* Generate a proof of knowledge of x, y and a range proof for x.
* These values are the same as for the ZKP without check. The
- * knwoledge of the DLOG can be verified using the value U in the
+ * knowledge of the DLOG can be verified using the value U in the
* commitment
*
* <ol>
diff --git a/include/amcl/schnorr.h b/include/amcl/schnorr.h
index da2d5d9..74529b7 100644
--- a/include/amcl/schnorr.h
+++ b/include/amcl/schnorr.h
@@ -77,7 +77,7 @@ extern void SCHNORR_challenge(const octet *V, const octet *C, octet *E);
* @param R Secret value used for the commitment
* @param E Challenge received from the verifier
* @param X Secret exponent of the DLOG. V = x.G
- * @param P Proof of knowldege of the DLOG
+ * @param P Proof of knowledge of the DLOG
*/
extern void SCHNORR_prove(const octet *R, const octet *E, const octet *X, octet *P);
@@ -93,7 +93,7 @@ extern int SCHNORR_verify(octet *V, octet *C, const octet *E, const octet *P);
/* Double Schnorr's proofs API */
-// The double Schnorr Proof allows to prove knwoldedge of
+// The double Schnorr Proof allows to prove knowledge of
// s,l s.t. V = s.R + l.G for some R ECP
/*! \brief Generate a commitment for the proof
@@ -127,8 +127,8 @@ extern void SCHNORR_D_challenge(const octet *R, const octet *V, const octet *C,
* @param E Challenge received from the verifier
* @param S Secret exponent of the DLOG. V = s.R + l.G
* @param L Secret exponent of the DLOG. V = s.R + l.G
- * @param T First component of the proof of knowldege of the DLOG
- * @param U Second component of the proof of knowldege of the DLOG
+ * @param T First component of the proof of knowledge of the DLOG
+ * @param U Second component of the proof of knowledge of the DLOG
*/
extern void SCHNORR_D_prove(const octet *A, const octet *B, const octet *E, const octet *S, const octet *L, octet *T, octet *U);
diff --git a/scripts/buildAMCL.sh b/scripts/buildAMCL.sh
index e612cb5..9f16ed9 100755
--- a/scripts/buildAMCL.sh
+++ b/scripts/buildAMCL.sh
@@ -15,7 +15,7 @@ git clone https://github.com/apache/incubator-milagro-crypto-c.git
cd incubator-milagro-crypto-c
mkdir build
cd build
-cmake -D CMAKE_BUILD_TYPE=Debug -D BUILD_SHARED_LIBS=ON -D AMCL_CHUNK=64 -D AMCL_CURVE="BLS381,SECP256K1" -D AMCL_RSA="" -D BUILD_PAILLIER=ON -D BUILD_PYTHON=OFF -D BUILD_BLS=ON -D BUILD_WCC=OFF -D BUILD_MPIN=ON -D BUILD_X509=OFF -D CMAKE_INSTALL_PREFIX=/usr/local ..
+cmake -D CMAKE_BUILD_TYPE=Debug -D BUILD_SHARED_LIBS=ON -D DEBUG_NORM=OFF -D AMCL_CHUNK=64 -D AMCL_CURVE="BLS381,SECP256K1" -D AMCL_RSA="" -D BUILD_PAILLIER=ON -D BUILD_PYTHON=OFF -D BUILD_BLS=ON -D BUILD_WCC=OFF -D BUILD_MPIN=ON -D BUILD_X509=OFF -D CMAKE_INSTALL_PREFIX=/usr/local ..
make
make test ARGS=-j8
sudo make install