Here Jmail collected a variety of methods and attributes used to sharing, for be...

* 用改进的欧拉方法求解初值问题，其中一阶微分方程未y =f(x,y) * 初始条件为x=x[0]时,y＝y[0]. * 输入: f--函数f(x,y)的指针 * x--自变量离散值数组(其中x[0]为初始条件) * y--对应于自变量离散值的函数值数组(其中y[0]为初始条件) * h--计算步长 * n--步数 * 输出: x为说求解的自变量离散值数组 * y为所求解对应于自变量离散值的函数值数组 -* Improved Euler method to solve initial value problems, not an order differential equation y = f (x, y)* initial conditions for x = x [0], y = y [0].* Input : f-- function f (x, y)* x pointer-- from the array variable discrete values (x [0] for the initial conditions)* y-- corresponding to the variable discrete value of the function of the array (y [0] for the initial conditions)* h-- calculated step* n-- steps* output : Solving for x that the variable array* discrete values by solving y variables corresponding to the value of the discrete function arrays

用数据结构实现的一个家谱，很好很好很好的-Data structure used to achieve a family tree, very good very good very good

校园网络编码设计方案~~是从整个校园的布局来设计的-campus network coding design ~ ~ from the entire campus to design the layout of the

ti超低功耗单片机msp430定时器介绍-ti single-chip ultra-low power MSP430 timer Introduction

源代码是中点Bresenham椭圆法。可以为初学者提供参考。-source code is the midpoint of Bresenham oval law. For beginners can provide a reference.

指纹识别心得，做指纹识别算法的可以参考一下。-Fingerprint identification experience, making fingerprint recognition algorithm that can be reference.

有天看到一篇很好的文章，希望读大家有所启示-One day to see a very good article, all of you would like to read Revelation

看看人家是如何编写程序的，华为编程规范与案例。-Others look at how to prepare procedures, norms and cases Huawei programming.

Visual C++编程技巧之 1.如何获取应用程序的实例句柄? 2.如何通过代码获得应用程序主窗口的指针? 3.如何在程序中获得其他程序的 图标? 4.如何编程结束应用程序?如何编程控制windows的重新引导? 5.怎样加栽其他的应用程序? 6.确定应用程序的 路径 7.获得各种目录信息 8.如何自定义消息 -Visual C programming skills one. Application procedures for obtaining handle two examples. How the code was in the main application window to the three pointer. how the proceedings were other procedures icon 4. How to end application programming how to control windows programming guide the re-5. how to increase the planting of other applications 6. Application procedures for determining the Route 7. access to directory information 8. how to customize the news

S1D19105-tm的datasheet为pdf格式文档-S1D19105- tm the datasheet for pdf format document