Description: 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 input module of arbitrary non-singular matrix inversion. Inverse algorithm adjoint matrix method, used to solve determinant of the upper triangular matrix. The algorithm is based on my "Linear Algebra" to describe the preparation, the biggest band Matrix will be able to arbitrarily amend, more versatile. Platform: |
Size: 1887 |
Author:史蒂芬 |
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Description: 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 input module of arbitrary non-singular matrix inversion. Inverse algorithm adjoint matrix method, used to solve determinant of the upper triangular matrix. The algorithm is based on my "Linear Algebra" to describe the preparation, the biggest band Matrix will be able to arbitrarily amend, more versatile. Platform: |
Size: 2048 |
Author:史蒂芬 |
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Description: 这是一个求矩阵的逆矩阵快速算法的c语言代码，非常好用，你可以将其封装成动态库用，也可以直接用-This is a matrix for the rapid inverse matrix algorithm c language code and very handy, You can be as dynamic Packaging library, can be directly used Platform: |
Size: 1024 |
Author:hjs |
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Description: 幂法与反幂法求解矩阵特征值的C语言算法实现:本代码以Hilbert矩阵为计算对象，单纯运用C语言进行矩阵的操作以实现幂法与反幂法求解矩阵特征值的算法，应用Matlab软件对计算结果进行检验，计算结果准确无误。-Power law and inverse power method to solve matrix eigenvalue of the C language algorithm: Hilbert matrix of the code for the purpose of calculating the target, simple to use C language to realize the operation of matrix power method and inverse power method to solve matrix eigenvalue algorithm, application Matlab software for calculating the results of testing the accuracy of calculation results. Platform: |
Size: 10240 |
Author:Michael_M |
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Description: 矩阵类：可运行矩阵间的加、减、乘以及矩阵与数的点乘；可计算矩阵的转置、秩、行列式、逆；其中求解矩阵逆用到了经典的高斯算法；求解行列式以及秩运用的是消元法。-Matrix categories: to run between matrix add, subtract, multiply, and matrix and the number of points x computable matrix transpose, rank, determinant, inverse which matrix inverse used for solving the classical Gaussian algorithm solving the determinant as well as the rank is the use of elimination method. Platform: |
Size: 12288 |
Author:兰军 |
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Description: 采用全选主元的高斯—若当方法求矩阵的逆矩阵，矩阵阶数不限但要非奇异，只需在主函数中给出阶数和矩阵各元素即可-Select All PCA using the Gauss- Jordan method for matrix inverse matrix, the matrix order but are not limited to non-singular, just in the main function in the given order and matrix elements can Platform: |
Size: 2048 |
Author:余坤 |
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Description: 主要内容：在visual studio上实现矩阵求逆的过程
矩阵求逆：用全选主元高斯约当消去法求n阶是矩阵A的逆矩阵A-1。其中包括矩阵求逆算法描述
-Main elements: the visual studio to achieve the process of matrix inversion matrix inversion: The Select pivot Gauss Jordan elimination order to n-order matrix A is the inverse matrix of A-1. These include matrix inversion algorithm description Platform: |
Size: 6144 |
Author:刘丽 |
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Description: 通过求矩阵特征多项式的根来求其特征值
幂法求矩阵的主特征值及主特征向量
瑞利商加速幂法求对称矩阵的主特征值及主特征向量
收缩法求矩阵全部特征值
收缩法求矩阵全部特征值
位移逆幂法求矩阵离某个常数最近的特征值及其对应的特征向量
QR基本算法求矩阵全部特征值
-Characteristic polynomial by the root of a matrix to find the eigenvalues of a matrix power method and the main characteristics of the main features of the value of acceleration power vector Rayleigh quotient method Symmetric Matrix Eigenvalue and the main characteristics of the main vector of contraction method to shrink the value of all the characteristics of a matrix Law of the value of all the characteristics of a matrix inverse power law shift away from a constant of a matrix eigenvalue recently and its corresponding eigenvector matrix QR algorithm for getting all the characteristics of the basic values Platform: |
Size: 3072 |
Author:chris_zhou |
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Description: 矩阵操作的一个类，包含各类矩阵运算的常用运算和算法。-A set of Matrix computation algorithm, such as get Inverse matrix, Jacobi and so on, Platform: |
Size: 13312 |
Author:wangdan |
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Description: 本文首先介绍了逆矩阵的定义以及逆矩阵的相关性质。其次，根据逆矩阵的相关理论主要介绍了矩阵求逆的几种常用方法。 如定义法、伴随矩阵法、初等变换法、三角分解法、分块矩阵法等,并运用软件matlab7.0对一些方法实现了程序化。且通过多次检验证明了所编程序的正确性。文章最后简要阐述了对一些特殊矩阵的求逆算法（如对称正定矩阵、有理矩阵），还有针对一般矩阵的广义逆矩阵的作了浅层次的探究。-This paper introduces the definition of the relevant properties of the inverse matrix and inverse matrix. Secondly, according to the theory of inverse matrix describes several methods for matrix inversion. As defined in law, with matrix method, elementary transformation, triangular decomposition, block matrix method, and use the software on some of the ways to achieve a matlab7.0 procedures. And through a number of tests to prove the correctness of the compiled program. Finally, the article briefly describes some of the special matrix inversion algorithm (eg symmetric positive definite matrix, rational matrix), there were shallow explore generalized inverse matrix for general matrices. Platform: |
Size: 297984 |
Author:赵远洋 |
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Description: 用OpenGL实现了点的显示，实现了求逆矩阵算法-Using OpenGL to achieve a point of the display, to achieve the inverse matrix algorithm Platform: |
Size: 6845440 |
Author:苏末儿 |
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Description: 该工程实现了一元线性和非线性回归、多元线性回归功能以及求矩阵逆算法功能。-The project implements a yuan linear and nonlinear regression, multiple linear regression function and the function of matrix inverse algorithm. Platform: |
Size: 2569216 |
Author:李红亮 |
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Description: 自适应波束形成中的采样矩阵逆算法（SMI）
程序基于窄带自适应波束形成编写，很适合初学者学习使用！(Sampling matrix inverse algorithm (SMI) in adaptive beamforming
The program is based on narrow-band adaptive beamforming and is suitable for beginners.) Platform: |
Size: 1024 |
Author:hrbeuguojun |
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Description: 自适应波束形成中的采样矩阵逆算法（SMI） 程序基于窄带自适应波束形成编写，结合易语言编码转换支持库和脚本语言支持组件，实现QQ日志的发表很适合初学者学习使用(The algorithm of sampling matrix inverse algorithm (SMI) in adaptive beamforming is based on narrowband adaptive beamforming, combined with the conversion of easy language to support library and script language to support components, so that the publication of QQ log is very suitable for beginners to learn and use.) Platform: |
Size: 1288192 |
Author:zidoa |
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Search - matrix inverse algorithm