ECM:椭圆曲线方法
椭圆曲线方法(Elliptic Curve Method,常缩写为ECM)是一种广泛应用于整数分解与数论研究的重要数学算法。该方法的命名源于其核心机制借助椭圆曲线的代数结构,常用于大数分解及密码分析领域,在学术和工程实践中具有重要价值。
Elliptic Curve Method具体释义
Elliptic Curve Method的英文发音
例句
- Thus when selecting the elliptic curve, we use the constructing method.
- 因此,在选择椭圆曲线的时候,一般使用构造法。
- Based on the requirement of elliptic curve parameters by CPK, the CM method was selected to generate an elliptic curve by comparing the different methods of obtaining the elliptic curve parameters.
- 根据CPK对椭圆曲线各项参数的要求,通过比较获取参数的不同方法,选定了CM法生成曲线参数,基于CM法选取运算出一组符合要求的椭圆曲线参数。
- In order to solve the problem of keys collision in the computing process, the methods of separating the columns ' order of magnitude in the matrix and restricting the parameters of the elliptic curve were proposed. The validity of this method was proved in theory. 3.
- 针对CPK密钥生成过程中可能发生的密钥碰撞问题,提出了分离矩阵列数量级并约束椭圆曲线参数的方法,从理论上证明了此方法解决碰撞问题的有效性。
- On the basis of these a thorough classified discussion about two unfixed direction elliptic trajectories is given and the F g curve method is presented to look for the best transfer of the whole situation.
- 在此基础上对两个不定向椭圆轨道进行了详尽的分类讨论,并给出以F-g曲线求整体最佳过渡的方法。
- Through the experiment demonstrates that the elliptic curve encryption and chaos encryption system both of the method of combining with feasibility, and easy to use hardware encryption card in the network to complete.
- 通过实验论证表明,把椭圆曲线加密与混沌加密系统两者结合的方法具有可行性,而且容易在网络加密卡使用硬件去完成。
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