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2009620150022
- 解多元线性回归方程组,工业控制算法.可移植到MFC程序中.-Solution of multiple linear regression equations, industrial control algorithm. Can be transplanted to MFC program.
Matrix
- 实现矩阵的特征值特征向量的计算，矩阵乘法，线性方程组求解以及矩阵行列式计算。-Eigenvectors of the matrix eigenvalue computation, matrix multiplication, solving linear equations and matrix determinant calculation.
Gausi
- 本程序使用经典数值分析中的高斯消去法解N阶线性方程组-Gaussian elimination method for solving linear equations
LU
- 本程序采用数值分析中经典的LU分解法解线性方程组-This program uses numerical analysis of the classical LU decomposition method for solving linear equations
LU
- 解线性代数方程组的列主元LU分解法的C++实现-Solving linear algebraic equations out of the main element LU decomposition by C++
Gauss
- 解线性代数方程组的列主元高斯消去法的C++实现-Solving linear algebraic equations out of the main element Gaussian elimination by C++
Jacobi
- 解线性代数方程组的Jacobi迭代法的C++实现-Solution of linear algebraic equations of the Jacobi iterative method for C++
Seidel
- 解线性代数方程组的Seidel迭代法的C++实现-Solution of linear algebraic equations of the Seidel iteration method for C++
SOR
- 解线性代数方程组的松弛（SOR）迭代法的C++实现-Solution of linear algebraic equations of the relaxation (SOR) iterative method of C++
pardiso_unsym_c
- 利用Intel mkl求解线性方程组的例子，其中调用了pardiso函数，特别适合快速求解稀疏线性方程组-Intel MKL for solving linear equations with examples, which calls pardiso function, particularly suitable for fast sparse linear equations
jacobi_test
- 串行算法—使用雅克比迭代解线性方程组，c++ -Serial algorithm- using the Jacobi iterative solution of linear equations, c++
zhongguo
- 中国剩余定理(不互质的情况) 对互质的情况，处理起来比较方便，可以直接套模板 本题给出不互质的模线性方程组，求出满足方程的最小正整数解 方案：对于不互质的模线性方程组，可以进行方程组合并，求出合并后的方程的解，这样就可以很快地推出方程的最终解。-Chinese remainder theorem (not prime case) to prime, the process more convenient, you can directly set the template of th
main
- 可以用多种方法解线性方程组，而且未知数是可输入的，方法可选择。-There are many ways of solving linear equations and unknowns is input methods to choose from.
JGS
- JGS法求解线性方程组，完全根据计算方法中的算法进行编写，有利于课程的学习和课后的巩固-JGS method for solving linear equations, entirely prepared in accordance with the calculation method of the algorithm, is conducive to learning courses and after-school consolidation
gus
- 用全选主元法高斯消去法求解线性方程组AX B-A guauss solver for linear system AX B