搜索资源列表
ECDSA
- 椭圆曲线数字签名算法的VC实现，包括大整数类的实现和ECC算法的实现。
ecdsa
- 椭圆曲线签名与校验的源程序，可能需要调试，具体看情况
ECC-Product-Key
- 用c＋＋(Crypto++)实现的，基于ecc的序列号生成代码，包含测试数据，和ECDSA文档
ECDSA.rar
- 基于vc++编写的椭圆曲线加密软件，可以实现认证和签名,Vc++ to prepare based on Elliptic Curve encryption software, you can achieve certification and Signature
ECDSA.rar
- ECDSA Crypto ECDSASign ECDSAVerify Walied Othman,ECDSA Crypto ECDSASign ECDSAVerify Walied Othman
CECC
- C语言实现的椭圆曲线加密算法，十分强悍。真的很好用-C Language Implementation of elliptic curve encryption algorithm, is very tough. Really good use
ecdsa
- 用于ECC公钥密码算法的大数运算库，可以实现大数的加，减，乘，除等运算，也作了一些DSA签名等实例-the big number computing for ECC algorithm and some examples
my_ECDSA
- 椭圆曲线代码，来自CSDN。有main函数，可以在VC下运行-ECDSA。
ECDSA
- 椭圆曲线签名算法，可以计算签名时间和认证时间-Elliptic Curve Signature Algorithm, Signature can calculate the time and certification time
TestVectorsforSEC1-gec2
- ECC-ECDSA test vectors
ECDSA
- 通过VS2008的编程，实现了数字签名的功能-Programming through VS2008 to realize the functions of digital signature
cryptopp560
- 最新Crypto++5.6版 加密解密函数类库。C++版。完美支持Visual Studio 2008，2005，2003，2002，6.0，C++ Builder 2009，GCC等主流编译器。 -Abstract Base Classes cryptlib.h Authenticated Encryption AuthenticatedSymmetricCipherDocumentation Symmetric Ciphers SymmetricCipherDocumen
ntl-5.5.2.tar
- ECDSA Key Agreement Scheme
ECDSA
- ECDSA签名是美国联邦的标准，此加密算法利用签名保存公钥和私钥，代码很简单！ -ECDSA signature is a federal standard, the encryption algorithm uses the stored public key and private key signature, the code is very simple
TEST_ECDSA
- public key cryptosystem: ECDSA in c++ using crypto++ library
simpleecdsa-1.0.0.tar
- it s about authentication msg using ECDSA
ECDSA
- 椭圆曲线的生成，加密和解密的VC++的编程实现，用vs2008编译生成。-Elliptic curve generation, encryption and decryption of VC++ programming implementation, compiled with vs2008 generated
VCPP-ecdsa
- c++实现椭圆曲线具体的也不是很清楚酬和看里面的功能-ECDSA C++
ECDSA
- ECDSA加入SHA1的Verilog實現,以system.v連結-ECDSA join SHA1 of Verilog implementation to system.v link
ecdsa
- ECDSA算法，基于OPENSSL实现，完整代码及文档(ECDSA (elliptic curve encryption algorithm) source code use openssl, it is difficult to get the source code)