搜索资源列表
C_nHLS
- n阶行列式求值的C++类. 输入行列式各分量后，可得到行列式的值。 -n-value determinant for the C category. Determinant of the amount imported, available determinant of value.
MatrixModule
- 常用的矩阵计算，包括求行列式、求逆矩阵等等，类容较全-common matrix, which includes seeking determinant, matrix inversion, etc., over all types of capacity
Householder
- Householder法求解最小二乘问题。可以避免常规方法遇到奇异矩阵(即行列式|A|接近零)时误差太大的问题。本方法的精度非常高。-Householder method least squares problems. Avoid conventional methods encountered singular matrix (that is determinant | A | close to zero) error much of a problem. The accuracy of th
ArrayMatrix
- 矩阵类 矩阵基本运算，伴随矩阵，行列式，转置矩阵-Matrix basic operations, accompanied matrix determinant, matrix transpose, etc.
hangliesi
- 关于行列式的计算.可以完成矩阵的有关计算-determinant of the calculation. To complete the calculation of the matrix
dcjzqn
- 在Turbo C环境下开发，实现对称矩阵的输入，并判定是否为正定。可以修改输入模块实现对任意非奇异矩阵求逆。求逆算法采用伴随矩阵法，求解行列式采用化上三角矩阵法。该算法系本人根据《线性代数》描述编写，矩阵的最大阶数可任意修改，更具有通用性。-in Turbo C development environment and achieve symmetric matrix input, and to determine whether the positive. Can modify the inpu
gauss-C
- * 高斯列主元素消去法求解矩阵方程AX=B,其中A是N*N的矩阵,B是N*M矩阵 * 输入: n----方阵A的行数 * a----矩阵A * m----矩阵B的列数 * b----矩阵B * 输出: det----矩阵A的行列式值 * a----A消元后的上三角矩阵 * b----矩阵方程的解X -out the main elements of Gaussian elimination method for solving matrix equ
ulapack
- This collection of C++ templates wraps the FORTRAN or C interfaces for LAPACK so that they integrate with the Boost uBLAS library. Currently implements Cholesky decomposition, LU decomposition, inversion and determinant for general and positive-defin
vandermond
- 范德蒙行列式求解方法,VANDER(X[],W[],Q[],N),在子过程Vander中实现。-Vandermonde determinant solution, VANDER (X [], W [] [] Q, N), Vander-in process to achieve.
qiuyibanhanglieshidezhi
- 1.功能 用全选主元高斯消去法计算n阶方阵A所对应的行列式的值(C语言) 2.参数说明 double a[n][n] : 存方阵A的元素，返回时被破坏 int n : 方阵A的阶数 double sdet() : 函数返回行列式的值 3.文件说明 sdet.c为函数程序 sdet0.c为主函数程序-1. Function with all the main election yuan Gaussian elimination method n matr
MatrixOperater
- 此程序支持矩阵的常用计算，用C++实现，使用简单。支持求逆，伴随，行列式，加减乘除等运算-matrix support this procedure commonly used terms with C achieved using simple. Support for inverse, accompanied by the determinant, such as arithmetic operations
fangchengzu
- 高斯销元法计算A的行列式，此处给出解法。-Gaussian marketing Element Method A determinant, the solution is here.
LinearAlgebrainGaloisFields
- To invert a square Galois array, use the inv function. Related is the det function, which computes the determinant of a Galois array.
ZHXLL
- 电力系统雅各比行列式计算,牛顿---拉夫逊进行潮流计算（c源程序）-power system Jacoby determinant, the Newton-Raphson for flow calculation (c source)
detj
- 计算雅克比行列式的小程序-calculating the determinant than small programs
MatrixCalc
- 矩阵计数器，用VC＋＋实现了矩阵的一般运算（加减乘），以及求逆求行列式值，和转置等运算-matrix counter, with VC + + implementation of the matrix of the general computing (plus or minus x), and inverse seeking determinant value, and home to such operations
亚克比
- 数学计算中利用雅克比行列式编程-mathematical calculations using Jacques determinant than programming
Matrix.java.rar
- 余子式、行列式、逆矩阵、对数组进行全排列,Bulbil style, determinant, inverse matrix, wide array of arrays
matrixcode.rar
- 矩阵运算，包括加，减，乘，除，行列式，逆阵的求解，伴随矩阵求解,Matrix operations, including add, subtract, multiply, divide, determinant, inverse matrix to solve, with the matrix solution of
work.zip
- 用幂法与反幂法求矩阵的最大最小特征值，以及与某个值相近的特征值，模最小的特征值，条件数与行列式,Power law with power law and anti-matrix eigenvalues of the max-min, as well as the characteristics of a value similar to the value of the smallest modulus eigenvalue condition number and determinant