Real-and-Reactive-Power-Control.pdf

Matlab在图像处理与目标识别方面的应用实验程序示例.包括三个程序以及详细文档(Matlab in image processing and target recognition application example of the experimental procedures. Consists of three procedures, as well as detailed documentation)

支持向量机matlab程序，版本libsvm－2.89，包括接口文件(Matlab program of support vector machine)

这组程序是基于小波变换的语音去噪的例程，每个程序的具体功能见程序源码。 (This set of procedures is based on Wavelet Transform voice denoising routines, the specific function of each program, see the procedure source.)

fourier descriptors in matlab

求解非线性方程组的拟牛顿法（逆broyden秩1方法）之matlab程序，采用符号运算，直接输入含参数的方程组即可。(Solving nonlinear equations of quasi-Newton method (inverse method broyden rank 1) of the matlab program, using symbolic computation, the direct input of equations with a parameter can be.)

自适应信号处理 LMS SER RLS三种搜索算法 matlab实现 及比较(adaptive signal processing LMS SER RLS search algorithm matlab achievement )

D2D数据信道代码，包括通信模型建立，资源池确定，资源分配，干扰避免策略，sinr及吞吐量计算等内容(D2D data channel code, including communications model, to determine the resource pool, resource allocation, interference avoidance strategy, sinr and throughput computing, etc.)

simulink 非线性环节使用的磁滞特性验收程序，有验收结果(simulink link the use of non-linear hysteresis characteristics of the acceptance procedure, has accepted the results of)

Calendar Data Source Code for Andriod.

三次样条插值函数边界条件由实际问题对三次样条插值在端点的状态要求给出.以第1边界条件为例,用节点处二阶导数表示三次样条插值函数,用追赶法求解相关方程组.通过Matlab编制三次样条函数的通用程序,可直接显示各区间段三次样条函数体表达式,计算出已给点插值并显示各区间分段曲线图.(Cubic spline interpolation function from the real problems of boundary conditions cubic spline interpolation is required to give the state of the endpoint. Boundary conditions in the first example, the second derivative with node represents a cubic spline interpolation function, solving equations associated with catch-up method group. preparation of common procedures cubic spline function through Matlab, can directly display each range segment cubic spline function body expression, to the point of interpolation has been calculated and displayed for each sub-interval graphs.)