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- 用二叉链表做存储结构，输入键值序列，建立一棵二叉排序树并在二叉排序树上实现查找算法。-To do with binary storage structure list, enter the key sequence, set up a binary sort tree and binary search algorithm to sort the tree implementation.
jianerchashu
- 建立二叉树 以便进行查找等功能 采用从文档中读取数据-For the establishment of binary tree used to find features such as data read from the document
erchashudiguifeidiguisuanfa
- 二叉树递归非递归算法：先序查找、中序查找、后序查找-Recursive binary tree non-recursive algorithm: first-order to find, in order to find the latter order to find
tree
- 创建二元二叉树，输出二叉排序树，在二叉排序树中查找相关结点，递归查找.-Create binary tree, output binary sort tree，search relevant nodes in the binary sort tree.
binary-tree
- 二叉树的创建，二叉树中结点的查找，测二叉树的深度宽度，输出二叉树的叶子结点-Binary tree creating, search binary tree node , the binary tree s depth and width, output binary tree leaf nodes
adt-tree
- 二叉排序树：又称二叉查找树。 它或者是一棵空树；或者是具有下列性质的二叉树： （1）若左子树不空，则左子树上所有结点的值均小于它的根结点的值； （2）若右子树不空，则右子树上所有结点的值均大于它的根结点的值； （3）左、右子树也分别为二叉排序树；-Binary sort tree: also known as binary search tree. Or an empty tree or a binary tree with the following properties: (1) If t
s3
- C语言编写一个算法，从键盘读入一组数据，建立二叉排序树，并能够对其进行遍历、打印、查找、插入、删除等有关操作。-C language to write an algorithm, the requirement from the keyboard read in a set of data, the establishment of binary sort tree and carries on the ergodic, print, search, insert, delete, and ot
binary-tree
- 用二叉链表存储二叉树，用“扩张先序遍历序列”创建二叉链表，对二叉树进行前、中、后序的遍历以及层次遍历，输出度为0、1、2的节点及节点数，线索化二叉树，根据线索化的二叉树查找二叉树中任意节点的前驱、后继，通过线索二叉树进行二叉树节点的删除、插入，以及按树状打印二叉树。-Used to store binary tree binary tree, use the " expansion preorder sequence" to create the binary tree, th
search
- 包括各种查找 还有平衡二叉树 而像查找-Find a variety of data structures including Find
Two-insert-search-tree
- 包含查找最大值、最小值的二叉搜索树方法，程序简洁明了-Binary search tree method comprising find the maximum, minimum, clear and concise program
code
- C语言写的可以查找最大字符串，二叉树查找结点。汇编程序。代码。-C language to find the maximum string, two fork tree search node. Assembler Code
koogham_balanced
- 编制一个程序实现平衡二叉树的三种基本功能查找,插入和删除(Compiled a program to achieve three basic function of the balanced binary tree search, insert and delete)