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稀疏矩阵计算器
- 用三元组表示稀疏矩阵,可以转置 加法,减法,乘法,求逆。- With three Yuan groups expressed the sparse matrix, may transpose the addition, the subtraction, the multiplication, asks to go against.
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 :
Matrix
- C++实现的矩阵操作,包括计算行列式、求最大最小值及其下标、矩阵求逆、转置等功能-Matrix operations C++ implementation, including the calculation of the determinant, find the minimum and maximum values and subscr ipt, matrix inversion, transpose function
Matrix
- 矩阵常用加减乘求逆及转置运算的类 求逆用dolittle分解方法 运算符重载-Common modified by the inverse matrix transpose operation and class inversion with dolittle decomposition operator overloading
Find-Transpose-of-a-matrix-in-CPP-Code
- Find Transpose of a matrix in C++ Code
00100
- 该程序利用C++实现了求稀疏矩阵的转置矩阵。整个程序运用了3次函数的调用。-The program using C++ Achieved for sparse matrix transpose matrix. Use of the whole process 3 times function call.
matrix
- 功能简介:该程序定义了一个向量类,里面的元素是模版形式,定义了有关向量类的各种属性、方法及运算符重载函数。 设计要求: 1.利用已知的向量类对象定义一个矩阵类,矩阵类的数组是向量子对象,同样定义矩阵类的各种属性、方法及运算符重载函数。 2.完善成员函数,使矩阵可以由文件输入是体的输入格式自己规定 3.完成矩阵的赋值,转置,乘法等运算,要求用整形矩阵和浮点型矩阵分别演算 更改MAIN函数结构,可以由用户选择输入矩阵数据的方式和可以连续运行,直到选择退出为止 -Feature
Matrix
- 矩阵运算程序,可以实现矩阵的加、减、乘、转置、求行列式值、求逆等操作。-Matrix calculation program. This program can achieve a matrix addition, subtraction, multiplication, transpose, find the determinant, inverse operation, and so on.
Matrix
- 原始矩阵乘法(ijk),kji,基于矩阵转置后的矩阵乘法,基于block 的矩阵乘法-Original matrix multiplication (ijk), kji, based on matrix multiplication matrix transpose later, based on the matrix multiplication block
Matrix-transpose
- This code will perform matrix transpose
2D-DCTVERILOG
- 2D DCT VERILOG CODE WITH TESTBENCH WHICH HAVING 1D DCT TRANSPOSE MATRIX
Matrix
- Matrix类为矩阵运算类,包括矩阵相乘、相加、相减、求负、转置、求逆、行列式等。-Matrix class for the matrix operation class, including matrix multiplication, addition, subtraction, seeking negative, transpose, inversion, determinant and so on.
transpose.cpp.tar
- parallel traspose of matrix using mpi
Matrix
- 矩阵的相加,矩阵的乘法,以及实现矩阵的转置功能(Matrix addition, matrix multiplication, and the realization of the matrix transpose function)
Matrix
- 这是一个用c#语言写成的矩阵类,可以完成矩阵的各种准确的数学计算,如:矩阵的加减乘除、转置、逆运算、 复矩阵的乘法、求行列式值、 求矩阵秩、一般实矩阵的奇异值分解、求广义逆、约化对称矩阵为对称三对角阵、实对称三对角阵的全部特征值与特征向量的计算、求赫申伯格矩阵全部特征值、求实对称矩阵特征值与特征向量等.可以将其做成dll用到其他的环境下。填补了.net中没有矩阵的空白,是你进行科学计算不可或缺的插(This is a written in c# matrix, it can complete a
Matrix
- 从两个文本读取矩阵,并进行相应的矩阵计算,如加减乘,转置,求逆等。(Reading the matrixes from two text, and the corresponding matrix calculation, such as add and subtract, multiply, transpose, inverse, etc..)
SVD_C++
- C++实现矩阵的SVD分解,矩阵基本运算“+,-,*,/”,三角分解,QR分解,矩阵显示,矩阵转置,矩阵特征值与特征向量运算. 并在 Source.cpp中附有使用例子代码,方便读者快速上手。 经本人测试,完全可以运行,放心使用。 对于SVD分解,经过与matlab中结果对比,发现,当矩阵的列数>=行数时,基本没问题。(Using C++ language realizes the SVD decomposition of matrix,as well as the basic o
按位就座
- 依次将待转置矩阵A的三元组行列互换后,直接放到转置矩阵B的三元组表中的正确位置。需考虑两方面因素:一是矩阵A每列中非零元素的个数(即转置矩阵B每一行中非零元素的个数);二是矩阵A各列中第一个非零元素三元组在B中的正确位置(即矩阵B各行中第一个非零元素三元组在B中的正确位置)。(In turn, the row of three tuples of the transposed matrix A is exchanged and placed into the correct position o
Transposed Matrix(variable-length)
- 此程序先提示用户输入输入一个数组的行和列,然后再依次输入其对应的元素,之后再将这个数组转置。(This program first prompts the user to input rows and columns of an array, then input its corresponding elements in turn, and then transpose the array.)
code
- 平行计算课程,并行程序转置矩阵,使用3种方法:线性转置,块棋盘划分,直角划分法(Parallel computing course, parallel program transpose matrix, using three methods: linear transpose, block chessboard division, right angle division)