搜索资源列表
stable
- 矩阵相乘，全空间搜索计算稳定点，应用于储存环的设计。对于不同的结构只需改变磁铁的排放。-calculating the stability point of a lattice by Matrix multiplication in the whole search space. it was applied in the design of the storage ring. For different magnet one has to change the structure of t
ls
- 矩阵求逆与相乘，最小二乘的经典程序，数据处理时常用到-Matrix inversion and multiplication, the classical least squares procedure is often used for data processing
tt
- 算法设计与分析 习题部分解 比如：由于矩阵乘法满足结合律，所以计算矩阵的连乘可以有许多不同的计算次序。这种计算次序可以用加括号的方式来确定。 若一个矩阵连乘积的计算次序完全确定，也就是说该连乘积已完全加括号，则可以依此次序反复调用2个矩阵相乘的标准算法计算出矩阵连乘积 -Algorithm design and analysis of some solutions of exercises to meet the combination of matrix multiplicatio
several_DSP_examples_in_CCS
- 在CCS上运行通过FIR IIR FFT FSK 矩阵相乘等试验，包括源程序和编译通过产生的输出文件-CCS runs in the FIR IIR FFT FSK through matrices, such as testing, including source code and compile the output file by generating
CPP_MatrixProj
- 矩阵（Matrix）是一个数学概念，它具有以下行为： （1） 两个矩阵相加 （2） 两个矩阵相乘 （3） 一个矩阵转置 用面向对象编程思想实现-Matrix (Matrix) is a mathematical concept, it has the following acts: (1) the sum of two matrices (2) the two matrices (3) a matrix transpose thinking with the realizatio
Cpp2
- 2微矩阵相乘再放到框裡-2 micro-matrix multiplication on the box again .....................
GPU
- 采用GPU通用计算API（CUDA）实现矩阵相乘-The use of general-purpose GPU computing API (CUDA) to achieve the matrix multiplication
DYNPROG
- 动态规划方法是求解最优解的一种方法。用动态规划方法求解矩阵相乘。-Solving the dynamic programming method is a method of the optimal solution. Method using dynamic programming matrices.
poj
- pku 3613 Cow Relays 题意：给一个无向图，求从起点s到终点e尽力n条边的路径最小值。 边的数量2<=t<=100(每条边可以重复遍历) 算法：利用dp求出 path[ l ] [ i ] [ k ]=MIN(path[ l ][ i ] [ k ] , path[ l ][ i ] [ j ] + path[ l ][ j ] [ k ]) l 表示的是2的指数，假设 i 到 k 要途径 2^l 条边，那么他可以被分为两段 途径2
radix
- 实现了在多处理器上可运行的矩阵相乘的程序-Achieved in a multi-processor run of the matrix multiplication program
SSMULT-2.0.1.tar
- 实现两个稀疏矩阵相乘(效率高于早期的Matlab自带的程序)，Matlab编程 -SSMULT is a simple stand-alone MATLAB mexFunction that computes C=A*B where both A and B are sparse. It is typically faster and always uses less memory than C=A*B in MATLAB 7.4 (or earlier). Works on MATLAB
juzhenjisuan
- 矩阵计算，包括矩阵相加、相减，相乘，还有求逆、转置，可直接调用-Matrices, including matrix addition, subtraction, multiplication, there is inverse, transpose, can be directly invoked
matrix_multiplty_mpi
- 并行计算两个矩阵相乘。这个算法是原创的。可以很快实现大型矩阵的相乘。-this is a MPI program that can accompish qucik computation of multiply of two large matrix by parall computation
tensor_toolbox_2.2
- 多维数组tensor的一些运算代码，可以进行tensor间相乘，tensor与矩阵相乘等，运算很完备-tools used for multi array type tensor, it can be used to multiply tensor or array
juzhenxiangcheng
- 用这个c语言程序实现两个矩阵相乘的功能，方便学习线性代数中的运算-Use this c language program to achieve two matrices features, easy to learn linear algebra operations
Matrix
- 算法课程的作业，用了3种方法 实现 矩阵相乘的优化算法。分别是dynamic programing,recursive, memorized-Algorithms course work, three kinds of methods used to achieve optimal matrix multiplication algorithm. Are dynamic programing, recursive, memorized
strassen
- 矩阵相乘的Strassen 算法及时间复杂性分析-failed to translate
matrixmul2
- 使用clock函数测试矩阵相乘在CPU上执行的时间，用于和GPU做测试对比，其中矩阵的初始化使用随机函数赋值的。-Matrix multiplication using the clock function tests performed on the CPU time, and the GPU to do tests for comparison, in which the matrix is initialized using the random function assignment.
matrix
- 算法设计与分析之动态规划算法，实现多个矩阵相乘-matrixchain
test
- 设计出的两个任意维数矩阵相乘的三种优化算法，包括矩阵分治和strassen算法-Design of the two matrices of arbitrary dimension of the three optimization algorithms, including matrix algorithm for partition and strassen