搜索资源列表
Algebra
- 基本矩阵运算 : + - *, power, transpose, trace, determinant, minor, matrix of minor, cofactor, matrix of cofactor, adjoint, inverse, gauss, gaussjordan, linear transformation, LU decomposition , Gram-Schmidt process, similarity. b) Basic vectors functions :
Gram_Schmidt_Ortho.RAR
- Gram-Schmidt正交化在Matlab中的实现-Gram_Schmidt Orthogonality in Matlab
zernike
- zernike与patran得借口程序，编制机械软件patran的节点与matlab实现对口互接，用matlab复原分析元件，从而适合下一步数据处理即zernike波面拟合与数据分析-gram-schmidt and hosehouder algorithms, stability test procedures for the adoption of gram-schmidt algorithm hosehouder correctness of the algorithm is suitab
java_evolutionary_algorithms
- 用Java实现的进化算法包。包括遗传算法、粒子群算法、memetic算法和进化策略算法。-evolutionary-algorithm Evolutionary Algorithm package implemented using Java. The package serves as a foundation class library, supporting the implementation many variants of Evolutionary Algorith
hujian
- gram-schmidt与hosehouder算法，stability程序为通过hosehouder算法检验gram-schmidt算法的正确性，适合工程复算-gram-schmidt and hosehouder algorithms, stability test procedures for the adoption of gram-schmidt algorithm hosehouder correctness of the algorithm is suitable for engin
Modi_Gram_S
- modified Gram-Schmidt (reduced QR factorization). A is a m-by-n matrix(m>=n)
Gram_S
- classical Gram-Schmidt(unstable) (reduced QR factorization).A:m-by-n matrix. (m>=n)Q:m-by-n unitary matrix.R:n-by-n upper triangular.-classical Gram-Schmidt(unstable) (reduced QR factorization).A:m-by-n matrix. (m>=n)Q:m-by-n unitary matrix.R:
grams
- Gram-Schmidt orthogonalization of the columns of A.
1232
- 修正格拉姆-施密特正交化的matlab源程序-Modified Gram- Schmidt orthogonalization matlab source
222
- 比较经典格拉姆施密特QR正交分解的matlab源程序-Comparison of the classical Gram Schmidt QR orthogonal decomposition matlab source
111
- 编辑经典的和修正的格拉姆施密图QR正交化，并用算例比较其区别-Edited and revised the classic Gram Schmidt QR orthogonal graph and compare the difference between a numerical example
Gram-Schmidt_Process
- 施密特正交化过程，根据文献中的方法进行matlab编程实现-Schmidt orthogonalization process
Gram-Schmidt-Process
- 该程序主要用于实现施密特正交化过程，能够较好的完成程序运行-The program is mainly used to achieve Schmidt process, better able to complete the run
Gram-Schmidt
- Gram-Schmidt正交化程序，利用pascal函数来产生一个矩阵。-Gram-Schmidt is orthogonal program,Use of PASCAL function to produce a matrix.
Gram-Schmidt-and-Hermite
- Gram-Schmidt and Hermite方法解线性方程组-Gram-Schmidt and Hermite method
Gram-Schmidt-QR-decomposition
- fortran科学计算与工程。Gram-Schmidt正交化计算QR分解，进行矩阵的计算。-fortran scientific computing and engineering. Gram-Schmidt orthogonalization computing the QR decomposition, the matrix calculation.
Gram-SchmidtQR
- Gram-Schmidt正交化计算QR分解，经典数值计算方法。fortran程序-gram-schmidt orthogonal calculate qr decomposition, the classic method of numerical calculation, fortran program!
Gram-Schmidt--QR
- Gram-Schmidt正交化计算QR分解-Gram-Schmidt orthogonalization calculation QR decomposition
02013357Gram-Schmidt_Process
- 利用matlab实现Gram-Schmidt正交化过程(Gram-Schmidt orthogonal processing using matlab)
gram_schmidt
- 施密特正交化矩阵，使任意矩阵单位化，求出单位正交的矩阵。(Schmidt orthogonalization matrix, unit of arbitrary matrix)