maze

数据结构c源代码实现，大概有100个左右，基本上将所有的数据结构都有介绍(Data structures c source code to achieve, there are about 100 or so, basically all of the data structures are described)

说明：  《妙趣横生的算法》第三部分原书附带代码程序，绝对属实(&quot Algorithm for fun,&quot the third part of the original program with the code, the absolute truth)

邻接表存储图，然后进行深度优先遍历及广度优先遍历。(DFS,adjacent matrix)

长整数四则运算,利用双向循环链表实现长整数的存储，每个结点含一个整形变量。 (Long integer arithmetic, the use of two-way circular linked list to achieve long integer storage, each node contains an integer variable.)

几个比较好的初级算法，初学者可以看一下思想，对算法入门(A few good elementary algorithms, beginners can look at thinking on algorithms entry)

棋盘覆盖，算法分析，很有用的东西，大家一起来分享一下(Board covers, algorithm analysis, useful things, we share together)

建立链表的算法： 新节点链入表尾建立链表： 动态分配第一个节点变量； 用指针head 妥善保存链表第一个节点的地址值； 依次动态分配一个新节点变量； 将上一个节点的指针域指向新生成的节点； 循环3),4)步骤，直到所有节点均连入链表； 将最后一个节点的指针域赋值为0； (Establish the list of algorithms: The new node links footer build list: Dynamic allocation of the first node variable Keep the list head pointer of the first node address value In order to dynamically allocate a new node variable The domain of a node pointer to the new generation of nodes Cycle 3), 4) step, until all nodes are connected to the chain Pointer field will last node assigned to 0 )

c语言编写链式线性表的初始化，创建，插入删除等操作。(c language chained linear table is initialized, create, insert and delete operations.)

以一个m*n的长方阵表示迷宫，0和1分别表示迷宫中的通路和障碍。设计一个程序，对任意设定的迷宫，求出一条从入口到出口的通路，或得出没有 通路的结论 (To an m* n the long square maze, 0 and 1, respectively maze of paths and obstacles. Design a program, for any set of the maze, find a path from the inlet to the outlet, or the conclusions drawn without passage)

随机函数产生10000个随机数，用快速排序、直接插入排序、冒泡排序、选择排序的排序方法排序，并统计每一种排序所花费的排序时间和交换次数。其中随机数的个数由用户定义，系统产生随机数。(Random function generates 10,000 random numbers using quick sort, insertion sort, bubble sort, select Sort sort Sort, and statistics for each sort spend the sort of time and the number of exchanges. Wherein the number of the random number defined by the user, the system generates random numbers.)