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【Algorithm】 MPI-Matrix DL : 0: 线性方程组的迭代解法，包括雅克比、高斯-赛德尔和松弛法的MPI源码-Iterative solution of linear equations, including Jacobi, Gauss- Seidel and relaxation Law MPI Source
Update : 2024-05-18 Size : 11264 Publisher : 不死鸟
【Mathimatics-Numerical algorithms】 MPI-MatrixEigenvalue DL : 0: 矩阵特征值计算，包括乘幂法、雅克比法、单侧旋转法、QR法的MPI源码-Matrix eigenvalue calculation, including the power by law, Jacques ratio method, unilateral rotation method, QR Law MPI Source
Update : 2024-05-18 Size : 12288 Publisher : 不死鸟
【matlab】 SMI2 DL : 0: 波束形成自适应算法——样本相关矩阵直接求逆算法(SMI)-Beamforming adaptive algorithm- the sample correlation matrix inversion algorithm directly (SMI)
Update : 2024-05-18 Size : 1024 Publisher : 陈雪菲
【GUI Develop】 LedData DL : 0: 在用单片机制作旋转LED显示屏的时候，需要一个图像取模软件，将矩阵的图像转换成旋转显示的数据。这个工具软件能够做到基本上所有的屏幕显示数据转换，发现功能不足，需要定做取模软件请联系QQ：271743617-SCM production using rotating LED display when the need for a modulus image software, the image is converted into a rotation matrix display data. The tool is able to do basically all of the screen display data conversion, found that insufficiency require customized software, please contact modulus QQ: 271743617
Update : 2024-05-18 Size : 39936 Publisher : liudingfa
【Windows Develop】 permm DL : 0: From given order of rearrangement constructs the permutation matrix P and computes B = P *A*P-From given order of rearrangement constructs the permutation matrix P and computes B = P*A*P
Update : 2024-05-18 Size : 2048 Publisher : Sama
【Windows Develop】 Matrix DL : 0: 用c写的可以实现矩阵的加减乘除转置、求逆的程序包,使用时包含头文件即可-Can be achieved with c write multiplication and division addition and subtraction matrix transpose, inverse package contains the header files can be used
Update : 2024-05-18 Size : 1024 Publisher : jimmy Wood
【Algorithm】 Matrix DL : 0: 矩阵运算，用c语言写的关于矩阵的一些基本运算的代码，如矩阵加、减、乘、逆等。-matrix operation.
Update : 2024-05-18 Size : 1024 Publisher : 程敏
【Windows Develop】 HZLib4_9 DL : 0: 汉字点阵码提取16x16 24x24有什么不足请提出本人再补充-Chinese extract 16x16 24x24 dot matrix yards less than what I would like to add please come to
Update : 2024-05-18 Size : 1043456 Publisher : wind
【VHDL-FPGA-Verilog】 example8 DL : 0: 本实验是点阵的汉字滚动程序，显示的一个汉字滚动程序。本例程中的汉字编码在word函数中，编码是一个“王”字。实验结果是汉字从左到右的滚动，其他的方式可以自行编程。 -This experiment is the Chinese character dot matrix rolling process, shows a Chinese rolling process. This routine in the word in the Chinese character coding function, coding is a " King" character. The experimental results are characters from left to right scrolling, other ways to self-programming.
Update : 2024-05-18 Size : 26624 Publisher : panda
【OpenGL program】 rigid_motion DL : 0: 刚性位置变化计算，输入物体在空间坐标系中的坐标，以及旋转向量和平移向量，计算其在摄像机坐标系中的坐标。- [Y,dYdom,dYdT] = rigid_motion(X,om,T) Computes the rigid motion transformation Y = R*X+T, where R = rodrigues(om). INPUT: X: 3D structure in the world coordinate frame (3xN matrix for N points) (om,T): Rigid motion parameters between world coordinate frame and camera reference frame om: rotation vector (3x1 vector) T: translation vector (3x1 vector) OUTPUT: Y: 3D coordinates of the structure points in the camera reference frame (3xN matrix for N points) dYdom: Derivative of Y with respect to om ((3N)x3 matrix) dYdT: Derivative of Y with respect to T ((3N)x3 matrix) Definitions: Let P be a point in 3D of coordinates X in the world reference frame (stored in the matrix X) The coordinate vector of P in the camera reference frame is: Y = R*X+ T where R is the rotation matrix corresponding to the rotation vector om: R = rodrigues(om) Important function called within that program: rodrigues.m: Computes the
Update : 2024-05-18 Size : 1024 Publisher : shuang
【JSP/Java】 MultiplicacionMatrices DL : 0: An example of thread matrix multiplication
Update : 2024-05-18 Size : 71680 Publisher : reito
【matlab】 art DL : 0: 用于解反问题的代数重建法，对于Ax=b，输入矩阵A，列向量b，以及迭代步数k，可求的列向量x-Algebraic solution of the inverse problem for the reconstruction of France, for Ax = b, the input matrix A, the column vector b, as well as the number of iterations k, rectifiable column vector x
Update : 2024-05-18 Size : 1024 Publisher : gongwei
【Algorithm】 eigenvalues_decomposition DL : 0: stand alone header file implementing eigen value decomposition for a symmetric matrix-stand alone header file implementing eigen value decomposition for a symmetric matrix
Update : 2024-05-18 Size : 1024 Publisher : Numtech
【Mathimatics-Numerical algorithms】 Algorithms DL : 0: 提供了多项式计算、矩阵计算、随机数产生、插值、拟合、方程组求解等一些数值计算算法，并附有查找、排序算法。在对这些算法进行讲解的同时，附上所有算法的C源码，方便进行动手尝试学习。-Provides a polynomial calculation, matrix calculation, random number generation, interpolation, fitting, solving equations and some numerical algorithms, along with search, sorting algorithms. In these algorithms to explain the same time, accompanied by all the algorithms of the C source code, facilitate hands-on attempt to learn.
Update : 2024-05-18 Size : 6547456 Publisher : li li
【JSP/Java】 matrix DL : 0: java program for matrix
Update : 2024-05-18 Size : 1024 Publisher : kuttima
【Other】 matrix DL : 0: 2、矩阵（二）编写C++程序完成以下功能：（1）假定矩阵大小为4×5（整型）；（2）矩阵空间采用new动态申请，保存在指针中；（3）定义矩阵初始化函数，可以从cin中输入矩阵元素；（4）定义矩阵输出函数，将矩阵格式化输出到cout；（5）定义矩阵相加的函数，实现两个矩阵相加的功能,结果保存在另一个矩阵中；（6）定义矩阵相减的函数，实现两个矩阵相减的功能,结果保存在另一个矩阵中；（7）动态申请三个矩阵：A1、A2、A3；（8）初始化A1、A2；（9）计算并输出A3 = A1加A2，A3 = A1减A2；（10）释放矩阵空间。-2, matrix (2) The preparation of C++ program to accomplish the following functions: (1) assumes that matrix size of 4 × 5 (integer) (2) matrix space with new dynamic applications, stored in the pointer (3) defines the matrix initialization function, you can enter the matrix elements from the cin (4) defines the matrix of output function, the matrix format the output to cout (5) defines the matrix, the sum of the function, the sum of two matrices to achieve the functions of a matrix stored in another (6) defines a function of matrix subtraction, subtract two matrices to achieve the function, the results stored in another matrix (7) dynamic applications for three matrices: A1, A2, A3 (8) to initialize A1, A2 (9) to calculate and output of A3 = A1 plus A2, A3 = A1 by A2 (10) release matrix space.
Update : 2024-05-18 Size : 1024 Publisher : bedding
【Other Embeded program】 LED_matrix_sample DL : 0: Led matrix display sample for 89C51 with 74HC595
Update : 2024-05-18 Size : 1024 Publisher : Tam
【source in ebook】 11-03-0925-00-000n-simulation-spatial-covariance- DL : 0: Simulation of the Spatial Covariance Matrix
Update : 2024-05-18 Size : 81920 Publisher : lilla
【Other】 LDL-2.0.1.tar DL : 0: 对基于稀疏矩阵存储技术的对称正定稀疏矩阵进行LDL分解，C++编写-LDL is a set of concise routines for factorizing symmetric positive-definite sparse matrices, with some applicability to symmetric indefinite matrices. Its primary purpose is to illustrate much of the basic theory of sparse matrix algorithms in as concise a code as possible, including an elegant new method of sparse symmetric factorization that computes the factorization row-by-row but stores it column-by-column. The entire symbolic and numeric factorization consists of a total of only 49 lines of code. The package is written in C, and includes a MATLAB interface.
Update : 2024-05-18 Size : 226304 Publisher : aaq
【Documents】 Encoders_for_Block_Circulant_LDPC_Codes DL : 0: In this paper, we present two encoding methods for block-circulant LDPC codes. The first is an iterative encoding method based on the erasure decoding algorithm, and the computations required are well organized due to the blockcirculant structure of the parity check matrix.
Update : 2024-05-18 Size : 394240 Publisher : kumar

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