资源列表
cblas
- opencl编写的blas，和Cuda的cublas类似。-This repository houses the code for the OpenCL™ BLAS portion of clMath. The complete set of BLAS level 1, 2 & 3 routines is implemented.
poiseuille_d2q9
- LBM方法中的D2Q9模型，对poiseuille流进行模拟，输出速度文件可用MATLAB打开-LBM method D2Q9 model, poiseuille flow simulation, the output speed of the file can be used to open MATLAB
lb3d-2012-03-12
- A 3D LBM Code for Simulation of Interacting Amphiphilic Fluids
homotopy
- 同伦算法解非线性方程组，构造不动点问题,并从不同的初始点出发运行程序。-To solve nonlinear equations with homotopy algorithm，constructing a fixed foint progrem.and from the different starting point to run the program.
main
- Fortran子程序，使用变步长高斯勒让德方法计算定积分模块-Fortran subroutines, using variable step method for calculating high-Chrysler Jean de definite integral module
Numerical-Solution-
- 程序首先计算数值解，然后利用特征线法计算真解，最后计算一范数误差e1以及无穷范数误差e8-First calculate the numerical solution procedure, and then use the method of characteristics to calculate the true solution, the final calculation of an error e1 norm and infinity norm error e8
123
- 有关回归分析的所有算法，包括详细的原理介绍及具体的matlab代码，很适合初学者使用，及有关工程人员参考；其中包含了一元线性回归、最小二乘估计方法、显著性检验、多元线性回归、利用回归模型预测、非线性回归、逐步回归等-All algorithms related to regression analysis, including a detailed descr iption and the specific principles matlab code, it is suitable for b
gauss-integral
- 用C++语言程序正确实现高斯积分及高斯法解方程的程序-Using C++ language to program correctly realize the Gauss integral and Gauss method for solving equations procedures
s-clsvof
- simple clsvof method of 2.2.2
Calculator
- Qt写的一个计算器，很不错。主要用到的算法有：后缀式表达式求值、部分选主元高斯消去法求阶梯矩阵,（非）线性方程组等、分段求大整数开方、初等相似变换及QR方法计算全部特征值、反幂法求最大特征值、遗传算法求复系数多项式所有根等。-Qt to write a calculator, very good. The main use of algorithm: the postfix expression evaluation, part of the pivoting Gauss elimination
NONSAP
- 有限元NONSAP源程序，里面带有例子，大家可以参考。-Finite element NONSAP source, which with examples, we can refer to.
BVPh2_0
- 基于同伦分析方法和计算机数学软件Mathematica开发的软件包BVPh 2.0,可以求解具有多解、奇性、多点边界条件的多种类型的非线性边值问题。-Homotopy analysis method based on mathematical and computer software Mathematica software package developed BVPh 2.0, can be solved with multiple solutions, singularities, var