S变换的MATLAB实现程序

说明：  1、以不同的视角观察球面 和圆柱面 所围区域。2、画出s(t)=cos(2/3πf0t)的曲线及其付氏变换的曲线.设:f0=1KHz,时域分辨率 dt=0.01ms, 采样点数 N=2k, k>10.（均为M文件）(One to observe the different angles of spherical and cylindrical surface region by Wai. 2, draw s (t) = cos (2/3πf0t) curve and its Fourier transform curve. Established: f0 = 1KHz, time-domain resolution of dt = 0.01ms, sampling points N = 2k, k)

数学建模1998年B题，有关灾情巡视的Matlab程序，是图论方面的问题(B 1998, issue of mathematical modeling, the disaster visited the Matlab program, is graph theory problems)

滑模变结构仿真，malab源程序。滑模变结构控制算法简单、鲁棒性好和可靠性高，故被广泛应用于运动控制中，尤其被用于可建立精确数学模型的确定性控制系统中(SMVSC simulation, malab source. Sliding mode variable structure control algorithm is simple, good robustness and high reliability, it is widely used in motion control, especially be used to establish a precise mathematical model can be deterministic control system)

统计模拟（蒙特卡洛法），消防车或救护车的布局和调派.(Statistical simulation (Monte Carlo method), fire engine or ambulance layout and deployed.)

Calculating stock variation using the normal law of probability

本文就一些有趣的规则，考虑如何编写有效的MATLAB的程序来实现这些元胞自动机。(This paper some interesting rules, consider how to write effective MATLAB program to achieve these cellular automata.)

说明：  Crank-Nicolson格式求解抛物型方程(Solving parabolic equation with crank Nicolson scheme)

本文介绍了分治法的基本思想和基本步骤，通过实例讨论了利用分治策略设计算法的途径。 目录 简介 分治法的基本思想 分治法的适用条件 分治法的基本步骤 分治法的复杂性分析 分治法的几种变形 分治法的实例分析 (This article describes the basic idea of sub-rule method and the basic steps, through an example design of algorithms using divide and conquer approach. Contents Introduction The basic idea of divide and conquer divide and conquer divide and conquer the conditions of application of the basic steps of divide and conquer the complexity analysis of divide and conquer divide and conquer several examples of deformation analysis)

matlab教程，内容较全面且精简,有助于新手快速上路~(matlab tutorial, content more comprehensive and streamlined to help novice fast road ~)

说明：  用subplot分别在不同的坐标系下作出下列四条曲线，为每幅图形加上标题(subplot were used in different coordinate system to the following four curves for each piece of the title with graphics)