samantha

Powerful and fast image inpainting algorithm used convolution based method

用ksvdbox12来构造反映源语音特性的稀疏过完备基示例。训练信号为两个说话人的语音信号。(Use the ksvdbox12 to construct sparse over-complete basis reflecting the characteristics of the training signals. Training signals used in the example are speech signals of two speakers.)

用MATLAB写的小程序，希望感兴趣的朋友可以看下。。(Write small programs using MATLAB, interested friends can look. .)

matlab下的两步法标定程序，应该对大家有所帮助(matlab under the two-step calibration process should be helpful to everyone)

Fractal dimension (FD) calculation using differential box counting algorithm.

用正交调制方法实现模拟调制，包括AM,DSB,SSB,LSB,FM,AM-FM等，实现后，显示时域波形和功率谱密度(Orthogonal modulation method used for analog modulation, including AM, DSB, SSB, LSB, FM, AM-FM, etc., we can show the time-domain waveform and power spectral density)

power upgrading is done by combining both the ac and dc model which is done by matlab simulink model of sim power systems with documentation

一种基于小波的支持向量机程序 进行电网负荷预测(A progressive load forecasting based on wavelet support vector machine procedures)

本书附带光盘中包括了作者全书所有自己编写的算法对应的MATLAB的M文件。所有代码按照章节存放在各个文件夹下，如“第6章 无约束一维极值问题”文件夹下存放了本书第6章所有的算法程序代码。对于算法的程序代码，在光盘中存为同函数名的M文件，例如，minHJ.m表示用黄金分割法求解一维函数的极值的程序，依此类推。(The book contains CD-ROM, including all the M files of the MATLAB written by the author. All the code is stored in chapters under various folders, such as "Chapter 6 unconstrained one-dimensional extreme value problems" folder, all the algorithm code in Chapter 6 of this book. For the program code of the algorithm, the M file with the same function name is stored on the CD. For example, minHJ. M represents the program that uses golden section method to solve the extremum of one-dimensional function, and so on.)

数值分析课程设计，内附MATLAB源码和word,用三次样条插值设计中英文签名，双三次做改进； 采用交互式界面进行操作，用鼠标点击获取名字大致的数据点 三次样条插值算法：可产生二阶光滑度，即二阶导数连续签名图样(Numerical analysis of curriculum design, enclosing the MATLAB source code and the word, using cubic spline interpolation design in English and Chinese signatures, double the three to do to improve using an interactive interface to operate with a mouse click to obtain the name of the data points roughly cubic spline interpolation algorithm: can generate second-order smoothness, that is, a continuous second derivative sign pattern)