搜索资源列表
Mol_HPLC
- 线上求解法求解色谱模型，method of lines sloving chromatographic model
Mol_HPLC
- 线上求解法求解色谱模型，method of lines sloving chromatographic model-Chromatography method for solving the online model, method of lines sloving chromatographic model
GA
- 这个算法是遗传算法研究，遗传算法是一种较好的优化算法-this code is GA, GA is the method of sloving Optimization problem
alglib-2.1.1.stable.csharp
- AlgLib is linear algebra package written in C#. Allows user to perform various matrix operations and sloving them.
IDEA
- Markov密码的(差分链)转移概率矩阵是双随机矩阵，其第二大（模）特征值对于确定Markov密码必要的迭代轮数有重要价值。该程序由本人编写，实现了求IDEA密码的缩小模型IDEA(8)的转移概率矩阵П0第二大（模）特征值-Markov password (differential chain) transition probability matrix is a doubly stochastic matrix, its second
CGPA
- 基于三个子种群的粗粒度并行遗传算法用于解决函数优化问题-The coarse-grained parallel genetic algorithm for sloving the function optimization based on three sub-popolations.
SGA
- 经典的实数编码遗传算法 采用轮盘赌 用于解决函数优化-The classic real-coded genetic algorithm for sloving the function optimization by Roulette
CEP
- 基于高斯变异的进化规划用于解决非线性无约束函数问题-The Evolutionary programming for sloving the nonlinear unconstrained function by adapting the Gauss mutation
StableScanning
- 稳态扫描技术是末敏弹系统研制过程中的关键技术之一。本程序应用C++编程，对末敏弹稳态扫描阶段的扫描过程进行了分析。 -Stable scanning is one of the key items in the study of target-sensitivity projectile (TSP). This program is used C++ to program for sloving the process of t
SIMPLE-FINITE-ELEMENT-METHODS
- 有限元方法求解laplace 方程(matlab),可以用混合单元，混合边界条件-sloving Laplace eauations with finite element methods.
CPP--ACO_TSP
- 面向对象编程，利用C++语言实现的蚁群算法，解决TSP等寻优问题，建立了完成的蚂蚁类，可以灵活解决30、50、70个城市的TSP问题。注释完整，非常容易看懂。-C++ source code for sloving TSP optimization problem.
方程求根
- 用于求解方程利用软件可以方便的解决方程的求根问题(FOR sloving the equations)
XOR2
- 该程序用BP神经网络解决XOR问题，其中设置了恒定权值、阈值和随机权值、阈值；并且将梯度下降法进行添加记忆一项来改进。(Using BP neural network to solve XOR problem, the program which set up a constant weight and threshold and random weight and threshold value;And the gradient de
split_step_fourier_method
- 分步傅里叶方法求解非线性薛定谔方程研究光孤子的传播(Split step fourier method for sloving the nonliear Schrodinger wave equation)