RSA Public Cryptogram algorithm is based on Theorem of Euler, whose security depends on the difficulty about the factor decomposed of great number.
RSA公钥密码算法的基础是欧拉定理，它的安全性依赖于大素数因式分解的困难性。
An iterative Newton-Euler dynamics algorithm is extended to general case.
将递推牛顿·欧拉动力学算法推广到更一般情况。
Then we establish the constitutive model for simulating the non-massing behavior. Based on radial method and back Euler integration, new stress and back stress integration algorithm are proposed.
在此本构模型基础上，利用隐式积分方法，推导出新的应力和背应力积分公式以及整体迭代所需的一致切线刚度矩阵。
The mathematical model is composed of the following parts:1) Basic algorithm library: it covers the definition of coordinate system and Euler angles, as well as simulation algorithm library, etc.
基础算法库：包括常用坐标系定义、欧拉角的定义、仿真算法库的建立等。
The mathematical model is composed of the following parts:1) Basic algorithm library: it covers the definition of coordinate system and Euler angles, as well as simulation algorithm library, etc.
基础算法库：包括常用坐标系定义、欧拉角的定义、仿真算法库的建立等。
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