常用数字信号调制，MATLAB编译

混沌理论中很重要的拉亚普诺夫指数的，求解公式，例程可以直接打开运行(Chaos Theory in the very important layar普诺夫index, solving formula, routines can directly open the run)

Projet list with abstract

可以应用于电网的电池储能模型，建模十分详细。(It can be applied to the battery energy storage model of power grid, and the modeling is very detailed.)

数值计算的 duffing 振子函数。

主元分析理论分析及应用，对pca的理论进行了通俗易懂的解释，是一个不错的初学教程。(Principal Component Analysis and application)

使用神经网络实现2阶倒立摆的控制。包含simulink连接图、神经网络程序、最终结果。(Second order inverted pendulum control using neural network. Contains the simulink connection diagram, neural network program, the final result.)

lithumion acid battery used for simulation of inverter

对线阵、圆环阵、柱阵、球面体进行波束形成仿真，先进行阵元分布绘制，利用笛卡尔坐标系，进而任意阵型常规波束形成，绘制二维、三维波束图、方位谱图(For beam forming simulation of linear array, circular array, column array and spherical body, we first draw the array element distribution, and use Descartes coordinate system, and then make any conventional array beamforming, draw 2D, 3D beam and azimuth spectrum.)

双三次插值(利用三次插值函数进行插值)，可以实现任意scale的缩放比操作。内包含一张测试图片，用来评价缩放效果。与双线性插值效果相比，双三次插值效果有显著提高。

Reconstruction of magnetic resonance images from data not falling on a Cartesian grid is a Fourier inversion problem typically solved using convolution interpolation, also known as gridding. Gridding is simple and robust and has parameters, the grid oversampling ratio and the kernel width, that can be used to trade accuracy for computational memory and time reductions. We have found that significant reductions in computation memory and time can be obtained while maintaining high accuracy by using a minimal oversampling ratio, from 1.125 to 1.375, instead of the typically employed grid oversampling ratio of two. When using a minimal oversampling ratio, appropriate design of the convolution kernel is important for maintaining high accuracy