Data Structure--C++ Implementation of Binary Search Tree

GitHub download link: https://github.com/Kyrie-leon/Data_Structures/tree/main/BSTreeNode 1. Basic concepts and storage structure of binary search trees 1.1 Basic concepts A binary search tree, also known as a binary sorting tree, is either an empty tree or a binary tree with the following propUTF-8...

Posted by phpnoobie on Sun, 16 May 2021 03:00:42 +0930

The use of data structure tree

Data structure tree While looking at the data structure, while brushing Leetcode, by the way, write a blog about it. Common types of trees Generally speaking, the commonly used trees are binary trees. That is, a node can have at most two child nodes. For different application scenarios, there aUTF-8...

Posted by bawla on Sat, 22 May 2021 03:40:53 +0930

Question D: DS Lookup - Binary Tree Balance Factor (different new approach)

subject Question D: DS Lookup - Binary Tree Balance Factor Title Description Binary trees are stored in arrays, where the node data of a binary tree is stored from top to bottom, and from left to right in the array. Generally, binary trees are compared with full binary trees, and nodes that arUTF-8...

Posted by drag0n on Fri, 28 May 2021 01:35:52 +0930

Summary of tree and backtracking topics

preface On the tree and backtracking topic summary, good dry rice, good efforts, good refueling Oh! Topic 1: binary tree returns all node values To give you a binary tree, please return the node value obtained by traversing it in sequence( Access all nodes from left to right layer by layer) BinUTF-8...

Posted by biffjo on Mon, 31 May 2021 05:34:24 +0930

Red black tree features and implementation details -- C + + advanced data structure

1. The concept of red black tree Red Black tree is a kind of binary search tree, but a storage bit is added to each node to represent the color of the node, which can be red or Black. By limiting the coloring mode of each node on any path from root to leaf, the red Black tree ensures that no pUTF-8...

Posted by lukeurtnowski on Sun, 06 Jun 2021 04:29:38 +0930

Binary search tree

definition A binary search tree is either an empty tree or a binary tree with the following properties: Each node has a key code as the basis of search, and the key codes of all nodes are different from each other.The key codes of all nodes in the left subtree (if any) are smaller than those oUTF-8...

Posted by Fredix on Sun, 06 Jun 2021 06:40:33 +0930

Iterative traversal of binary tree and binary tree

The essence of recursion is to push the calling function into the stack. Since recursion can traverse the binary tree, iteration can also traverse the binary tree. 1, The difficulty of traversing binary tree by iteration When we visit the binary tree, we must first visit the root node, and thenUTF-8...

Posted by praxiz on Sat, 19 Jun 2021 03:55:10 +0930

The generation of brackets

preface The brackets in question 22 are as follows: The number n represents the logarithm of brackets. Please design a function to generate all possible and effective bracket combinations. Example 1: Input: n = 3 Output: ["(())", "(())", "(()) ()", "() ()", "() ()", "() ()"] Example 2: Input: nUTF-8...

Posted by mikesta707 on Sun, 20 Jun 2021 06:29:48 +0930

Sword finger Offer 37. Serialized binary tree

June 30, 2021 Link: https://leetcode-cn.com/problems/xu-lie-hua-er-cha-shu-lcof/ Tags: tree, depth first search, breadth first search, design, string, binary tree subject Please implement two functions to serialize and deserialize the binary tree. You need to design an algorithm to realize the UTF-8...

Posted by kris81 on Thu, 01 Jul 2021 05:00:20 +0930

Binary tree before, after the order traversal summary, python recursive method and iterative method

As for the preoder, inorder and postorder traversal of binary tree, we just need to remember that the left child node must be on the left (left and right) of the right child node. The so-called preorder, inorder and postorder traversal means that the positions of the root nodes are different. PUTF-8...

Posted by gravedig2 on Thu, 08 Jul 2021 06:04:13 +0930