迷宫问题 数据结构

本程序演示了如何使用编辑器在运行期设置表格的一些常用参数 需要使用到Ehlib控件,最好使用3.6版本,旧版本也适用! 使用前请双击本目录下的DB.UDL连接数据库,连接完成后即可选择数据表进行演示! 在表格上按右键,即可出现功能菜单,点击进入! 程序应该适用于各版本的DELPHI,但由于条件有限未做测试!-This procedure demonstrates how to use the editor in the run-time set up tables need to use some common parameters to Ehlib control, it is best to use 3.6 version, also applies to older versions! Before use double-click the catalog under DB.UDL connect to database, connectivity be able to choose after the completion of data table demo! Right-click in the table can function menu appears, click to enter! procedure should be applicable to all versions of DELPHI, but due to limited testing done!

Thalmann算法的java实现。有详细注释。-Thalmann algorithm to achieve the java. Notes detail.

是一个表达式求值的算法，用 模板实现的，可以进行四则运算，支持小数和括号-is an expression evaluates the algorithm, using the template, can be four operators, and parentheses minority support

this cscan algo in c-this is cscan algo in c++

有关数据库编程的方法-the database programming method

利用桶排序给数组a排序，建立的桶为b和e，其中b为含有十万个桶，e为只有一个链表的桶，然后对b和e使用插入算法排序，比较两种算法的时间，b需要40毫秒左右，e需要9到10分钟。-use barrels a ranking to the array, in order to establish the barrels of b and e, b to contain 100,000 barrels of only one e Chain barrels, and then to b e used to insert sorting algorithm, the algorithm for comparing two hours, b needs about 40 milliseconds, e needs 9 10 minutes.

解决N皇后问题的源码及可运行程序，分析各种情况，并输出，直观，有效！-Solve the N Queens problem can be the source and run the program, analyze, and output, intuitive, and effective!

本人上传的是用贪心算法实现找零钱问题。贪婪算法的根本思想是逐步获得最优解。-I uploaded is to use greedy algorithm to find small change problem. Greedy algorithm is the fundamental idea is to gradually get the optimal solution.

二叉树的动态链表存储结构及表示，二叉树的三种遍历算法（递归和非递归两类）运用二叉树三种遍历的方法求解有关问题-Binary tree structure and the dynamics of linked list is stored, said three kinds of binary tree traversal algorithms (recursive and non-recursive types) the use of three kinds of binary tree traversal of the method for solving the problem

三个修道士和三个野人过河，船一次最多只能载两个人，在任何时候修道士的人数不能少于野人人数，否则野人会吃掉修道士。找出六个人顺利过河的所有方案。