资源列表
visiblewmk
- 在图像中加入可视水印，用matlab仿真，实验证明保持了较好的图像质量-in adding visual image watermarking using Matlab simulation experiment to prove that maintaining a good image quality
clear.doc
- 单位脉冲，单位阶跃，正弦函数等连续信号的MATLAB表达式。-pulse units, unit step, the sine function as a continuous signal MATLAB expression.
tftb2002toolbox
- 小波变换工具包，包括信号产生函数、噪声产生函数、线性处理函数、Cohen类双线性时频处理函数、Affine类双线性时频处理函数、模糊函数和其他处理函数。-Wavelet Transform tool kit, including signal generator function, noise function, linear processing function, Cohen category bilinear time-frequency processing function, Affi
kernelSVM
- 核方法＆svm是模式识别是很重要的方法，都各自成为一门学科-methods & svm is pattern recognition is very important way, it would become a respective disciplines
lagelangri
- 实现 了 数值分析 课程 中得 几个 算法， 包括牛顿 插值， 拉格 朗日 插值算法 等 -achieve the numerical analysis courses in several algorithms, including Newton interpolation, Lagrange interpolation algorithm
clusteringkmc&fcm
- KMC和FCM是聚类算法中最经典最常用的算法-KMC and FCM clustering algorithm is the most classic of the most commonly used algorithm
normal_distribution_and_validation
- VB编的蒙特卡罗模拟用的正态分布随机数的产生与验证-VB series of the Monte Carlo simulation of the normal random number generation and verification
lru-cache
- 使用LRU方法更新Cache 结合数据结构的相关知识，使用LRU的策略，对一组访问序列进行内部的Cache更新 并附实验报告-use LRU Cache update method combining data structures and the related knowledge, the use of the LRU strategy the group visited a sequence within the Cache update accompanied experimen
slu_dist.ps
- 稀疏矩阵分解的最好方法之一，LU分解，快速高效的分解矩阵-sparse matrix factorization one of the best ways, LU decomposition, fast and efficient decomposition matrix
superlu_dist_2.0.tar
- LU分解求解矩阵方程组的解，最新版本，快速求解稀疏矩阵-LU decomposition of the matrix equation solution, the latest version, sparse matrix Quick Solution
superlu_mt_1.0.tar
- 可以用在并行计算中的代码，支持稀疏矩阵的LU分解，用来求方程组的解-can be used in parallel computing code, sparse matrix support the LU decomposition, used for the solution of the equations
superlu_ug.ps
- 数值计算，矩阵分解，可以把稀疏矩阵分解，以达到求解方程的目的-numerical calculation, matrix decomposition, can be sparse matrix decomposition, in order to achieve the purpose of solving equations