This repository contains implementations and algorithms related to binary trees. A binary tree is a data structure in which each node has at most two children, referred to as the left child and the right child.
Introduction Features Usage Installation Contributing License Introduction Binary trees are fundamental data structures in computer science and are used for various purposes, including searching, sorting, and expression parsing. This repository provides implementations of binary trees in different programming languages along with various algorithms and operations that can be performed on them.
.Binary Tree Creation: Create binary trees with custom nodes and values. .Traversal Algorithms: Implement and visualize different tree traversal algorithms, such as in-order, pre-order, and post-order traversal. .Search Operations: Implement search algorithms to find nodes within the binary tree. .Insertion and Deletion: Perform insertion and deletion operations on the binary tree nodes. .Balancing: Implement balancing algorithms such as AVL trees or Red-Black trees.
To use the binary tree implementations and algorithms provided in this repository, follow these steps:
Clone the Repository: git clone https://github.com/your-username/binary_trees.git Navigate to the Repository:
cd binary_trees Explore the Code:
Review the source files in different programming languages (e.g., binary_tree.py, binary_tree.c, binary_tree.java) to understand the implementations. Run sample programs and tests provided in the repository to see the algorithms in action. Installation There is no specific installation process for this repository. Simply clone the repository and use the provided source code files according to your needs.
Contributing If you wish to contribute to this project, please follow these guidelines:
Fork the repository on GitHub. Make your changes and commit them with clear commit messages. Create a pull request, describing your changes and why they are necessary. Ensure your code follows the project's coding standards and conventions.