第4章

对于给定的n个字符串，请找出一种最佳的连接方式，使得采用该连接方式得到的字符串在所有连接的结果中，字典序最小(For a given n-string, find an optimal connection, making use of the connection string to get the results in all connections, the lexicographic minimum)

利用串来比较数据大小，代码中有两个串，通过串来比较大小( 10/5000 Use the string to compare the data size)

普利姆算法用来求解最小生成树问题很容易，使得树的最小权值最小。(Prim algorithm used to solve the minimum spanning tree problem is easy, the minimum weight is the lowest of the tree)

二叉树的中序遍历，先序遍历以及后序遍历的算法(Binary tree in preorder traversal, preorder traversal and postorder traversal algorithm)

算法课程设计 分治法解决循环赛日程表 源代码+word报告+答辩PPT(Curriculum design of divide and conquer algorithm to solve a round robin schedule report+ source code+ word reply PPT)

校园导航问题，设计你的学校的平面图，至少包括10个以上的景点（场所），每两个景点间可以有不同的路，且路长也可能不同，找出从任意景点到达另一景点的最佳路径（最短路径）。 要求： （1）以图中顶点表示校园内各景点，存放景点名称、代号、简介等信息；以边表示路径，存放路径长度等有关信息。 （2）为来访客人提供图中任意景点相关信息的查询。 （3）为来访客人提供任意景点的问路查询，即查询任意两个景点之间的一条最短路径。 （4）修改景点信息。 (Campus navigation problem, the design of your school s plan, at least more than 10 attractions (places), between every two spots can have a different way, and the long road may be different, to find spots to reach from any other attractions best path (shortest path). Requirements: (1) graph vertices represent various campus sites, storage sites name, code, profile and other information the side that path, the path length of storage of information. (2) the figure for visiting any sites offering information about the query. (3) any attractions for visiting guests ask queries of that query any two of the shortest path between sites. (4) modify the attractions information.)

使用不同的方法解决背包问题：本算法采用的是动态规划方法，比较好的解决背包问题。(Use different methods to solve knapsack problem: The algorithm is a dynamic programming approach, a better solution to knapsack problem.)

用c语言写的线性链表的创建、删除、插入、销毁代码(With c language to create a linear linked list, delete, insert, destroy code)

使用很好的数据结构，程序运行效率高，界面简洁美观。(Good data structure, high efficiency, simple and beautiful interface.)

日历显示，查询1900年后的日历。每一屏显示一年的日历祥情。(Calender dispaling. Acess the calender detail of years after 1900.)