GMSK

卷积码编码Ｎ，Ｍ，Ｋ的一些相关的程序！！只是一个源程序．(convolutional coding N, M, K of the relevant procedures! ! Only one source.)

matlab用户界面GUI设计代码，包括句柄操作，右键菜单等功能(matlab code for user interface GUI design, including the handle operations, right-click menu functions)

混沌系统的李亚普洛夫指数的求解，步骤很详细，可以适用于不同的混沌系统。(Chaotic system Lyapulov Index solving steps in detail, can be applied to different chaotic systems.)

包括四个MATLAB的基本算例程序，实用安全放心 (Includes four basic example MATLAB program, practical security assured)

Routine to generate a random postural set for the TRM tube resonance model from Gnuspeech. This routine takes as input k, which is in [0,1]. With 0 the generated posture is linear. With 1 the posture is really discontinous.

一个EMD应用的事例，源码解压即可使用，文档内附有解释说明，方便易懂，希望对大家有所帮助(A EMD application examples, source code extract can be used, the document included with explanations, easy to understand, we want to help)

How to do the simplest FFT

本程序是关于matlab系统的ofdm的源代码及仿真分析(This program is about matlab ofdm system and simulation analysis of source code)

用最速下降法求解无约束非线性规划问题,最大奇异值,其梯度列向量(Using the steepest descent method solving unconstrained nonlinear programming problem)

利用Matlab内建的快速傅氏变换函数可以方便地在波数域计算重磁异常导数。介绍了基于Matlab语言的波数域求导的算法，给出了程序源代码，讨论了一些有助于提高计算精度的编程技巧。通过模型试验和数据分析， 发现在计算垂向导数时波数域求导算法的精度比傅氏级数的精度有明显改善；而水平导数的计算，2种方法的精度相当。在某区钾盐勘探中，用该方法处理高精度重力剖面数据，取得了较好效果。(It is convenient to calculate derivative in wave number space using the inbuih F胛function in Matlab．This paper describes a matlab algorithm for derivative calculation of 1 D gravity and magnetic anomaly in wave number space，gives code of program and deals with some programming skills for precision improvement．Throngh model test and data analysis，it is found that the precision of the F盯method is much higher than that of the Fourier Series method in vertical derivative calculation．In horizontal derivative calculation， however，the precisions of the two methods ale almost the same．During kainite exploration in a certain basin，satisfactory result Wag obtained in the processing of gravity profile data using this method．)