资源列表
10153_fiveline
- 五子棋联网游戏。很经典的，不过还有一些功能上的不足，这是需要改进的地方。-331 games. Very classic, but there are some functional deficiencies, and that needs improvement.
Keyun
- 客运管理程序，我认为还是很好的，我已经修改格勒，不错-passenger management procedures, I believe it is very good, I have to amend Mengele, yes
棋盘覆盖问题
- 该程序实现对残缺棋盘覆盖问题的求解 采用方法：分治方法-the program right chessboard incomplete coverage of the methods used to solve : the administration
最小生成树（Kuskal算法）
- 该程序用贪心算法来求解最小生成树问题 采用贪婪准则：每次选择边权值最小边。如果该边加入后不构成环，则加入。-procedures with the greedy algorithm to solve the problem using the minimum spanning tree greedy guidelines : each side the right to choose the minimum value side. If the edge after the entry does
0-1背包问题
- 该程序用贪心算法来求解0-1背包问题 采用贪婪准则：每次选择p/w最大的物品放入背包。-procedures with the greedy algorithm to solve 0-1 knapsack problem using greed criteria : Each choice p / w largest goods Add backpack.
二分覆盖问题
- 该程序用贪心算法来求解二分覆盖问题. 采用贪婪准则：每次从A中选择一个顶点加入覆盖，选择时：选取能覆盖B中还未被覆盖的顶点的数目最多的顶点。-procedures with the greedy algorithm to solve two hours coverage. Using greed criteria : A time to choose from a peak accession coverage options : To B coverage can not be covered
二维最近点
- 该程序实现对二维数据轴上的最临近点的求解问题 采用方法：分治方法-procedures to achieve the two-dimensional data of the axis points near the methodology used to solve the problem : the administration
一维最近点（分治法）1
- 该程序实现对一维数据轴上的最临近点的求解问题 采用方法：分治方法1（该方法在递归时由于使用数组的值，使得递归进栈的数据很多，消耗系统空间很大，所以处理的个数经测试不超过70个，可见在设计程序时，考虑空间的使用也是很必要的！）-the process of achieving a dimensional data axis near the point of the methodology used to solve the problem : a partition method (the me
24小时学会使用PHP MySQL and Apache
- 24小时学会使用PHP MySQL and Apache-24 hours learning how to use PHP MySQL and Apache
一维最近点（分治法）2
- 该程序实现对一维数据轴上的最临近点的求解问题 采用方法：分治方法(找出中位数,两边递归）-the process of achieving a dimensional data axis near the point of the methodology used to solve the problem : the administration (to identify the median on both sides, the recursive)
一维最近点（传统法）1
- 该程序实现对一维数据轴上的最临近点的求解问题 采用方法：计算每对顶点间的距离，比较之 效率为O(n2)-the process of achieving a dimensional data axis near the point of the methodology used to solve the problem : for each pair of vertices the distance, a comparison of the efficiency of O (n2)
一维最近点（传统法）2
- 该程序实现对一维数据轴上的最临近点的求解问题 采用方法：传统方法2:先排序，然后一次线性扫描，得到最近距离，时间复杂性O（nlogn）-the process of achieving a dimensional data axis near the point of the methodology used to solve the problem : The traditional two methods : first order, and then a linear scan, rece