spread

韩国lee tea won博士的fast iva的论文以及matlab源程序 (Lee Teawon s fast independent vector analysis for convolution BSS. )

LSBM_STEGO IS A FILE DESIGN TO EMBED THE MESSAGE WHICH IS NOT LIKELY TO BE DISCOVER BY OTHERS INTO THE COVER

程序主要是求一段音频数据的基音频率 jiyinzhouqi.m --------求基音周期 find_maxn.m --------求自相关函数的最大值 test2.wav --------程序中用到的示例wav数据文件(The program is mainly the fundamental frequency for an audio data Jiyinzhouqi.m- for pitch period Find_maxn.m- the maximum value of autocorrelation function Test2.wav: the procedures used in the example of wav data file)

说明：  模拟信号数字化的PCM量化以及哈夫曼编码(analog signal to the PCM digital quantification and Huffman coding)

WhitePaper_Matlab_Simulink_&_EB_Simtools_Ford Motor, whitePaper_Matlab_Simulink_&_EB_Simtools_Ford Motor, WhitePaper_Matlab_Simulink_&_EB_Simtools_Ford Motor.

包含特征值与特征向量的提取、训练样本以及最后的识别，本程序的性能已经达到较高水平，可以实现模式识别领域的数据的分类及回归。( Contains the eigenvalue and eigenvector extraction, the training sample, and the final recognition, The performance of the program has reached a high level, You can achieve data classification and regression pattern recognition.)

高斯-拉盖尔公式的MATLAB代码。。。。。。。。。。(Gauss- Laguerre formula MATLAB code. . . . . . . . . .)

说明：  1、LargestLyapunov_example1.m 程序主文件1，直接运行此文件即可 2、LargestLyapunov_example2.m 程序主文件2，直接运行此文件即可 3、LorenzData.dll 产生 Lorenz 离散数据 4、PhaSpaRecon.m 相空间重构 5、Lyapunov_luzhenbo.dll Lyapunov 计算主函数 6、lyapunov_buffer.dll Lyapunov 计算缓存(1, LargestLyapunov_example1.m procedure master file 1, run this file directly to 2, LargestLyapunov_example2.m procedure master file 2, run this file directly to 3, LorenzData.dll generated Lorenz discrete data 4, PhaSpaRecon.m phase space reconstruction 5, Lyapunov_luzhenbo.dll Lyapunov calculation of the main function of 6, lyapunov_buffer.dll Lyapunov cache calculation)

说明：  跳频参数估计论文通过各种时频分析方法进行处理(Hopping parameters estimated paper through a variety of time-frequency analysis method for processing)

李雅普诺夫判定定理广泛应用于数学，力学，该文件是其在稳定性分析上的应用(Lyapunov judgment theorem is widely used in mathematics, mechanics, and that the document is in the stability analysis of the application)