搜索资源列表
ECCFp
- 椭圆加密，实现了通过椭圆曲线实现加密，生成密钥对等。-elliptical encryption, achieved through the realization of elliptic curve cryptography, generating key pairs, and so on.
EC2
- 椭圆曲线的初始化和生成，以及一些相关参数的生成，-Elliptic Curve initialization and generation, as well as some related parameters generation,
ECInitialize
- 实现了椭圆曲线的初始化，并当参数生成后，会对参数a和b进行判断，看是否符合椭圆曲线的要求。-realized the elliptic curve initialization, and when the parameters of the generated will parameters a and b for judgment to see whether they conform to the requirements of elliptic curves.
ECParameters
- 椭圆曲线相关参数的生成，以及实现取得相关参数的算法-elliptic curve parameters generation, and the realization of the algorithm parameters, etc.
EllipticCurve
- 椭圆曲线的生成，以及初始化的一些参数，对以后其他算法起到一定的作用。-elliptic curve generation, and the initialization of some of the parameters, right after the other algorithms play a certain role.
QuickMod
- 椭圆曲线的取模运算，是求倍点时所用到的算法，比较有用。-Elliptic Curve modular, the point is the pursuit of times when used in the algorithm, more useful.
mul
- 汇编语言计算ECC-192域的椭圆曲线的点乘运算 采用代码完全拆分的乘法及平方，宽度为5的窗口NAF，混合坐标点加。速度很快-Assembly language computing ECC-192 field s elliptic curve point multiplication using code-splitting multiplication and square, 5-NAF, mixed coordinates adding. Fast
sm2java
- 椭圆曲线加密算法的java语言的实现，适合密码学初学者-Java elliptic curve encryption algorithm implementation language, suitable for beginners cryptography
ecc_nomal
- 描述ECC（椭圆曲线密码学）的一些功能。在VC企业版开发环境下。-Descr iption of ECC (Elliptic Curve Cryptography) some of the features. In the VC Enterprise Edition development environment.
egg_calc
- 对于给定的椭圆曲线，以及一个生成元和模数，此程序能够自动计算出椭圆群-For a given elliptic curve, and a modulus and generator, this program can automatically calculate the ellipse group
337
- 易语言椭圆曲线算法加密文件源码例程程序结合易语言数据操作支持库，调用API函数实现ECC加密文件功能。 -Easy language elliptic curve encryption algorithm source code routines combined with easy language data manipulation support library, call the API function to achieve ECC encryption file function
tuoyuanquxianjiami
- 椭圆曲线加密算法，看是否能构成椭圆，找到对称点等-Elliptic curve encryption algorithm to see if it can constitute an oval, find symmetry and so on