使用sqlite3进行存取图片二进制数据

用template实现一维数组的数据结构。-Template used to achieve one-dimensional array data structure.

四种算法求最短路径的例子，C#，图形演示 分别为贪心发，动态规划发，分支限界法，和回溯法-Four shortest path algorithm for example, C#, Graphical presentations were greedy fat, fat, dynamic programming, branch and bound method, and backtracking

c语言编写上机运行已经通过,实现多道程序的转换调度（作业调度和进程调度结合在一起）-c languages running on the machine has passed, multiple procedures to achieve the conversion Scheduling (Job Scheduling and Dispatching process combines)

想学习算法的朋友，可以看看拉格朗日算法参考参考-Want to learn algorithms Friend, you can look at the Lagrangian algorithm reference reference

获得存储过程的数据集，TSQL 使用技巧, 获取存储过程的数据集,在SQL中进行保存,为下一段SQL使用作准备,  获得存储过程的数据集,规程非代码, 纯SQL SQL操作

一个基于VC+ACCESS的通讯录系统设计，简单方便-a VC-based directories ACCESS system design is simple and convenient

定时器for timer for ic chip-timer for ic chip，timer for ic chip，timer for ic chip

包含两个文件，一个是.BGI文件，是图形化得驱动，没有它该C语言程序无法正常显示，另外一个是源程序，本程序功能为图形化的计算器-Contains two files, one. BGI document is too graphic drivers, without which the C language program can not display properly, the other is the source, this program features for the graphical calculator

在对本程序的快速排序和归并排序这两种算法的正确与否进行验证时，用手动输入的数据，本程序基本上完成了对输入数据进行的快速排序和归并排序!-in the process of the rapid sequencing and merging the two sorting algorithms are correct for the test, with the manual input of data, the procedure is basically completed the data entry for the rapid sequencing and merging order!

数据预测算法，主要是一元n次方程的回归预测实现。* 预测分析--本算法只适用于有明显线性趋势的数据 * 默认为一元二次曲线方程法 * * 本程序主要涉及有两个算法 * 1．用最小二乘原理找到线性方程组的系数和常数。 * 2．解线性方程组 * 本程序在解线性方程组中，由于考虑到收敛性问题未采用迭代法，而是采用Gauss-Jordan消去法来解决。-data prediction algorithm is mainly one yuan n equation forecast to achieve reunification.* Forecast and Analysis-- This algorithm applies only to clear linear trend data* default as a quadratic curve equation method** The procedure involves two main algorithm* 1. Using the principle of least squares linear equations to find the constants and coefficients.* 2. The solution of linear equations* The procedure for solving linear equations, due to convergence problems using iterative method, instead of using the Gauss-Jordan elimination method to solve.