资源列表
x2f_mpi_pack
- 基于MPI架构的ISAT(In Situ Adaptive Tabulation,自适应表格法)算法示例-A ISAT(In Situ Adaptive Tabulation) program based on MPI
MSapriori
- 多最小支持度关联规则挖掘算法,数据集为T10I4D100K,多最小支持度阈值文件为MS-change-Multiple minimum supports association rule mining algorithm, the data set is T10I4D100K, more than the minimum support threshold file for the MS-change
Ftest
- 用于对保存为txt的两组数据进行F检验.例如:>>Ftest.exe A.txt B.txt,其中A.txt B.txt分别是两组数据-Used to save two sets of data for the txt F test. For example:> > Ftest.exe A.txt B.txt, which are two sets of data A.txt B.txt
LOLA20_src
- 包含各种用于规划选址的算法,可以参考参考。-including a number of location planning algorithms
shuzhifenxi
- 数值分析课程中代码的C++实现,主要有Gauss,高斯赛德尔消去法,jacobi行列式,朗格朗日插值、列主元高斯消去等。-Numerical analysis course code C++ implementation, mainly the Gauss the the high Sisaideer elimination, jacobi determinant Lang Gelang interpolation out PCA Gaussian elimination.
Polynomial-data-fitting
- 用一次,二次,三次多项式根据最小二乘原则拟合数据-Used once, twice, three times the principle of least squares polynomial fitting the data according to
Euler123D
- 气体动力学的欧拉方程的计算fortran源码,含1,2,3维程序-FORTRAN codes for solving the time-dependent nonlinear Euler equations of gas dynamics in one, two and three space dimensions
Bspline-curve
- B样条的一种实现方法。具体操作为:拾取界面二维点作为控制顶点,输出B样条曲线-An implementation of B-spline method. The specific operation as follows: pick up the interface two-dimensional points as control points, the B-spline curve of the output
fft2
- fft算法的C++程序,主要是基于Radix-2的DIT算法,有助于深入理解快速傅立叶变换-fft algorithm C++ program is mainly based on DIT Radix-2 algorithm, and help us to understand the fast Fourier transform! !
DIT_FFT
- 该程序实现的是数字信号处理教程中的DIT的基2快速傅里叶变换的功能,对初学者深入理解数字信号处理中的快速傅里叶变换算法有一定的帮助-The program is the realization of the DIT Radix-2 fast Fourier transform function, help beginners to understand the fast Fourier transform algorithm!!!
turbulence.rar
- 计算流体动力学中湍流模型的源程序,代码十分宝贵,Computational fluid dynamics model of the source of turbulence, the code is very valuable
iris_bayes
- 贝叶斯分类器,程序可以有效运行,大家可以-Bayesian classifier, the program can effectively run, we can see
