Description: 红黑树:输入:在同一目录下的redblacktree.txt文件中输入十个大于0的数值,每个数值中间用空格格开 数目可以大于十个,但是要求在源程序中改变#define NUM 10 ,改成相应关键值各个数输出:按照先序输出红黑树,格式为:根节点。颜色(左子树。颜色,右子树。颜色),并输出此 树的黑高度,然后输入要删除的关键值,按回车后输出删除后的结果,并输出其高度。-RED-BLACK TREE : Admission : in the same directory under the file input redblacktree.txt greater than 0 10 digits each intermediate numerical grid with open spaces can be greater than the number 10, but requested change in the source # define NUM 10, the corresponding critical value into several different output : In accordance with the first sequence RED-BLACK TREE output format : nodes. Color (left subtree. Color, right subtrees. Color), and export of the black tree height and then delete the key to value, according to enter the output was the result of the deletion, and its high output. Platform: |
Size: 54664 |
Author:朱磊 |
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Description: 红黑树:输入:在同一目录下的redblacktree.txt文件中输入十个大于0的数值,每个数值中间用空格格开 数目可以大于十个,但是要求在源程序中改变#define NUM 10 ,改成相应关键值各个数输出:按照先序输出红黑树,格式为:根节点。颜色(左子树。颜色,右子树。颜色),并输出此 树的黑高度,然后输入要删除的关键值,按回车后输出删除后的结果,并输出其高度。-RED-BLACK TREE : Admission : in the same directory under the file input redblacktree.txt greater than 0 10 digits each intermediate numerical grid with open spaces can be greater than the number 10, but requested change in the source# define NUM 10, the corresponding critical value into several different output : In accordance with the first sequence RED-BLACK TREE output format : nodes. Color (left subtree. Color, right subtrees. Color), and export of the black tree height and then delete the key to value, according to enter the output was the result of the deletion, and its high output. Platform: |
Size: 54272 |
Author:朱磊 |
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Description: 自己写的红黑树代码,里面包含了比较重要的删除等操作-Write your own red and black tree code, which contains the more important operations such as delete Platform: |
Size: 11264 |
Author:张二 |
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Description: 基于vc++6.0的一个关于红黑树的插入和删除程序,并计算了它的时间复杂度.经典啊-Based on vc++ 6.0 A on the red and black tree insert and delete procedures, and calculate its time complexity. Classic ah Platform: |
Size: 763904 |
Author:小波 |
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Description: 红黑树的建树插入删除结点,在红黑树下进行的一系列操作,自己测试已经通过,采用洗牌生成的随机数列-Insert the achievements of black tree delete nodes, in a red, black and a series of operations carried out under a tree that he has passed the test, the use of cards to generate random numbers Platform: |
Size: 2048 |
Author:zxq |
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Description: 运用C++进行红黑树的描述,对红黑树的插入、删除、查找等操作进行了实现等等。-The use of C++ for a description of red and black tree on the red and black tree insert, delete, search and other operations to achieve and so on. Platform: |
Size: 309248 |
Author:刘岩 |
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Description: 自己编写的数据结构中的红黑树的实现,包括各种生成,添加,删除等各种操作-Own C program of data structure s red-black tree implementation, including generation, add, delete and other operations Platform: |
Size: 6144 |
Author:david |
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Description: 实现红黑树、二叉搜索树相关算法:插入(红黑树涉及树的调整:左旋、右旋等),删除,搜索(指定Key值节点)。
另外,红黑树实现计算树黑高的算法。
-To achieve red-black tree, binary search tree related algorithms: insertion (red-black tree involves the adjustment of the tree: L, D, etc.), delete, search (Key value of the specified node). In addition, the red-black tree implementation of the algorithm for computing the high black tree. Platform: |
Size: 6144 |
Author:jack |
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Description: 在VC++6.0编译器环境下完成红黑树的删除,基于C++源码的编程 直接新建满足条件的红黑树,然后删除选定的结点-In VC++6.0 compiler environment to complete the removal of red-black tree, based on C++ source code directly to the new programming to meet the conditions of the red-black tree, and then delete the selected node Platform: |
Size: 217088 |
Author:周娜 |
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Description: 红黑树的实现,如何增加删除节点等,以及代码测试。-Red-black tree implementation, how to increase the delete node, as well as code testing. Platform: |
Size: 2048 |
Author:luguifang |
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Description: C语言实现红黑树的创建,插入,查找和删除功能-Using C to realize the create ,insert,search and delete functions of red black tree. Platform: |
Size: 2048 |
Author:常雅敏 |
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Description: 一个红黑树类模板,支持插入、删除、遍历等常用操作-A red-black tree class template, support insert, delete, traverse the other common operations Platform: |
Size: 2048 |
Author:cjj |
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Description: 使用MFC做的一个红黑树操作演示,带有显示界面,很好的展示了红黑树创建、添加、删除等操作的过程,是数据结构与算法中很重要的一部分-Use MFC to do a red-black tree operation and demonstration, with the display interface, a very good show red-black tree to create, add, delete and other operations of the process data structure and algorithm is a very important part of the Platform: |
Size: 1611776 |
Author:叶子 |
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Description: 二叉排序树在查找方面提供了很大的方便,但是对worst-case查找/插入/删除/求最值 得时间复杂度都为O(n).
红黑树可以保证在worst-case下查找/插入/删除等的复杂度得到O(lgN)。红黑树保持如下特性-Binary sort tree in the Find a great convenience, but worth the time complexity of O (n) worst-case lookup/insert/delete/demand. Red-black tree can guarantee to find the worst-case/the complexity of insert/delete O (lgN). Red-black tree to maintain the following characteristics Platform: |
Size: 3072 |
Author:担纲住持 |
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Description: 实现红黑树的所有操作,包括插入、删除、查找、前驱、后继、最大值、最小值,最重要的是能够以树形打印(在控制台下)红黑树-Red-black tree of all operations, including insert, delete, search, precursor and successor, maximum, minimum, and most important to be able to print a tree (red-black tree under the console) ! Platform: |
Size: 69632 |
Author:兰武伟 |
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Description: 纯C写的,红黑树练习。带有insert和delete等功能,供大家参考。-Written in pure C, red-black tree practice. With insert and delete functions, for your reference. Platform: |
Size: 1024 |
Author: |
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Description: C语言二叉树问题,详细的实现了二叉树的功能,并且还有录入文件的功能,删除文件内容的功能,通过单链表可以实现文件的录入,删除,查找,浏览,修改等功能.-C binary tree, the function of the detailed implementation of a red-black tree, and the function of the input file, delete the file content function, through singly linked lists can achieve file input, delete, search, browse, modify, and other functions. Platform: |
Size: 1024 |
Author:wesai |
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Description: 区间树,创建区间树,插入删除和搜索操作。
红黑树创建查询删除。
二分查找,多种排序方式实现,快速矩阵运算实现-Interval trees, create a range of trees, insert and delete search operation. Create a query remove red-black tree. Binary search, sorting various ways, matrix operations to achieve fast Platform: |
Size: 9216 |
Author:刘亚婧 |
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Description: 用红黑树实现数据的排序、插入、及删除功能-With a red-black tree implementation to sort the data, insert, and delete functions Platform: |
Size: 3072 |
Author:王欣伟 |
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