STC12系列单片机示波器

L-M算法(BP的一种改进算法)应用实例-L-M algorithm (BP an improved algorithm) Application

实现线性表的一些基本操作，列如线性表的插入删除 查找-To achieve some of the basic operation of a linear table, column, such as linear search the table insert delete

矩阵直接三角分解法的c++语言实现 -direct triangular matrix decomposition of the C Language

日益特特塔尔 而呕吐噶尔噶尔额儿童噶尔额艾提尕尔他阿尔饿死噶尔-Tetetaer while increasing the amount of children vomiting Gar Gar Gar amount of Id Kah starved to death, he al-Gar

数值算法，黄金分割搜索演示-numerical algorithm, 0.618 search demonstration

对未知的分布绘制分布曲线，将数据文件按照高度和分布准备，预先判断分布区间，然后对区间进行细分，得到每一区间的概率，最后获得所有区间的概率分布情况，绘制概率分布曲线。

资源描述CS7495 Final Project  Sooraj Bhat Object Removal by Exemplar-based Inpainting USING THE CODE Everything was done in Matlab and MEX (i.e. a C function callable from Matlab).  First, the C code needs to be compiled.  At the Matlab prompt, type:    mex bestexemplarhelper.c You should then be able to run the following (which takes ~2mins on my 2GHz Pentium 4 laptop with 256MB of RAM):    [i1,i2,i3,c,d,mov] = inpaint("bungee0.png","bungee1.png",[0 255 0]); A smaller run (~25 seconds) would be:    [i1,i2,i3,c,d,mov] = inpaint("bw0.png","bw2.png",[0 255 0]); To visualize:    plotall;    close; movie(mov); SAMPLE IMAGES & RESULTS *0.png      The original images ("bw" and "bungee") *{1,2}.png    The different fill region masks. *P2.png     &nbs

MATLAB6.0数学手册-coefficients Mathematics Handbook

    本例子在VC6.0上编写了判断点是否处于多边形内的最佳方法，它和一般的叉乘判别法，角度判别法，面积判别法不同，它适用于任意多边形（包括凹凸边形）。它的基本思想就是：假设需要判定的点P，通过点P水平向左做射线，如果P在多边形内部，那么这条射线与多边形的交点必为奇数，反之，交点个数为偶数。所以，我们可以顺序考虑多边形的每条边，求出交点的总个数。当然，存在一些特殊情况，例如射线刚好和多边形端点相交。对于一些特殊情况，算法也有所考虑，并一一解决。具体见算法里的注释即可。

用来求解非线性系统中分岔,混沌,周期,准周期等动力学,可以求数值解,也可画图,只要知道系统模型,可以根据需要自由修改参数,软件带有使用说明,简单易懂-Used to solve nonlinear systems in the bifurcation, chaos, periodic, quasi-periodic dynamics, etc., you can seek numerical solutions, but also drawing, as long as know the system model, you can freely modify the parameters as needed, the software with instructions for use, simple and easy to understand