搜索资源列表
ECDSA
- 主要介绍了ECC在数字签名的应用原理以及在其安全性分析,希望能通过-introduced in the ECC digital signatures of principle and in its safety analysis, want to be able to
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。
ECDSAECDH
- 无线局域网产品采用的ECDSA和ECDH密码算法椭圆曲线和参数
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
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
dfsd
- C语言,大素数域上的椭圆曲线加密解密算法 [ibe_dec.rar] - 椭圆曲线加密算法,解密一步的源代码,有详细注释 [DES.rar] - 各种加密算法的源代码,包括DES,RSA,DAS,RC4,RC5等 [mulf2m.rar] - 椭圆曲线加密算法中的乘法器的生成,主要功能是实现在素域上的多项式模P(大素数)乘的运算。 [AesCode.rar] - AES c++实现 有图形界面对话框 简单易用 [2745ecc.rar] - 椭圆曲线加密算法
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
BasicECDSAExample
- A Basic ECDSA source code in Java
ecdsa-src-vc6
- 使用openssl实现的椭圆密码学签名、认证的简单例子,vc6.0。-Elliptical cryptography signature authentication using openssl achieve simple example, vc6.0.
tinypkc
- TinyPKC performs assymmetric cryptography for TinyOS 2.x based on the original implementation in CyaSSL (http://www.yassl.com/yaSSL/Products-cyassl.html). It offers support for the following operations: - RSA public key encryption / private
ECDSA
- ecdsa encription tools source code in delphi
sign
- 对于ECC 进行加密解密运算,这里主要是ECDSA的签名-For ECC encryption and decryption operations, where mainly ECDSA signature
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的VC实现,VS2010编译通过,包括公私钥生成,签名,验证,及大素数测试等各种测试。
ecdsainterface.tar
- it is gz file of ecdsa interface
freeprojects.co.in_Project_SourceCode
- It is an complete ECDSA algorithm
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
- 这个是一个带有界面的椭圆曲线数字签名实现-This is the realization of an elliptic curve digital signature.
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)