classical-algorithm-VCPP

从屏幕输入字符 判断括号匹配问题 数据结构作业(Judgment parenthesis matching data structure operations input characters from the screen)

自己做的一个用用栈实现类的操作，是课内作业，希望和大家互相交流(Own a type used by the realization of the operation of the stack is class work, hope and we can exchange ideas)

使用C语言完成党的霍夫曼编码，主要使用树的数据结构，作为巩固数据结构的练习(Using the C language to complete the party' s Huffman coding, the main use of the tree data structure, data structure as a consolidation exercise)

迪特斯特拉算法，课程设计的作品，主要计算站点距离的吧，可以看看(Dieter Stella algorithm, distance course design work, the main computing sites can look)

基于MFC平台，实现多功能计算器，可求解复杂表达式，主要实现为数据结构中链表和数组，对于要熟悉链表和数组的初学者有很帮助。(Based on the MFC platform, to achieve multi-function calculator, can solve complex expressions, the main realization of the data structure for the list and array, to be familiar with the list and the array of beginners helpful.)

一款可以排序的小程序，希望大家可以看一下(A sort of small program, I hope you can look at it)

一个苹果走迷宫，支持最短路径寻路。可以使用方向键操作，也可以用户自己添加迷宫格式文件，生成迷宫图。(Apple Maze, shortest path routing. Can use the arrow keys to operate, the user can add their own maze format generated maze.)

读取数据，统计所得到的文件中每个字母的权值，创建哈夫曼树，哈夫曼编码。哈夫曼解码，解码后内容写入到指定的文件。 读取数据里面的内容是由英文单词组成。读取文件的时候传入文件存放的路径、读取方式以及读出以后存放的数组，最终可以得到一个存放目标文件内容的数组。 将得到的数组进行字母权值的统计，统计每个字母出现的次数，次数即为每个字母的权值。 将得到的字符数组与权值数组作为创建哈夫曼树的依据，哈夫曼树根据每个字母权值的大小来创建，每个节点，包括权值、父节点、左子、右子和字母本身。 根据哈夫曼树进行编码。形成目标文件的哈夫曼编码，将此编码返回。 根据哈夫曼树得到的数组即为解码数组，解码数组作为解码的结果返回。 写入输出文件，将解码得到的数组、文件的完整路径以及文件的写方式作为参数传入，将数组写入到相应的文件中。 (Read the data, statistical documents obtained weights for each letter, create a Huffman tree, Huffman coding. Huffman decoding, the decoded contents are written to the specified file. Read the content inside is composed of English words. When the incoming file to read the file storage path, read mode and read out after storage array that can eventually get a storage target file contents of the array. The resulting array of letter weights statistics, statistical number of occurrences of each letter, the number is the weight of each letter. The resulting character array with the weights array as the basis for creating Huffman tree, Huffman tree based on the size of the weights of each letter to create, for each node, including weights, parent, left child, right child, and letter itself. According to Huffman coding. The formation of the target file Huffman coding, this code returns. According to Huffman decoding the resulting array is an array, the decoder decodes the result is retur)

二叉树的建立 中序遍历二叉树 把二叉树转换成双向链表(Binary tree in the establishment of traversing Binary conversion to binary tree into a doubly linked list)

单向链表的创建与操作 设单向链表中节点的数据域的数据类型为整型，编写函数实现以下操作： （1）实现单向链表的创建（包括初始化）与输出操作，节点的个数及节点的数据由用户输入。 （源代码：ds3-1.c） （2）查找给定的单链表中的第i个节点，并将其地址返回。若不存在第i个节点，则返回空地址。 （源代码：ds3-2.c） （3）查找给定的单链表中值为n的节点，并将其地址返回。若不存在值为n的节点，则返回空地址。同时，还应通过参数传回该节点的序号。 （源代码：ds3-3.c） （4）删除给定的单链表中的第i个节点，成功返回1，失败返回0。 （源代码：ds3-4.c） （5）删除给定的单链表中值为n的节点，成功返回1，失败返回0。 （源代码：ds3-5.c） （6）在给定的单链表的第i位上插入值为n的节点。 （源代码：ds3-6.c） （7）在给定单链表的值为m的节点的前面插入一个值为n的节点。 （源代码：ds3-7.c） (Creation and operation of a one-way linked list Set up a one-way linked list data type node integer data fields , write a function to achieve the following: ( 1 ) achieve the creation of a one-way linked list ( including initialization ) and output operation , the number of nodes and node data entered by the user . ( Source : ds3-1.c) ( 2 ) Find a single list given in the i-th node and returns its address . Without the presence of the i-th node , returns an empty address. ( Source : ds3-2.c) ( 3 ) Find a given node in a given value of n single list , and return address . Without the presence of the value of n nodes , returns an empty address. Meanwhile, the number should be returned by the parameters of the node . ( Source : ds3-3.c) ( 4 ) Delete the given singly linked list in the i-th node , the successful return 1, else return 0 . ( Source : ds3-4.c) ( 5 ) to delete a single node in the list is given n , the successful return 1, else return 0 . ( Source : ds3-5.c) ( 6 ) )