binary trees
Binary trees are a type of data structure where each node has at most two children. They consist of nodes connected in a hierarchical manner, with a single node at the top called the root. Each node can have a maximum of two child nodes, referred to as the left child and right child. Binary trees are used to efficiently organize and store data, allowing for fast search, insertion, and deletion operations.
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Related Concepts (17)
- avl trees
- balancing binary trees
- binary heap trees
- binary heap visualization
- binary search trees
- complete binary trees
- finding the height of a binary tree
- full binary trees
- in-order traversal of binary trees
- perfect binary trees
- post-order traversal of binary trees
- pre-order traversal of binary trees
- red-black trees
- splay trees
- threaded binary trees
- traversing a binary tree without recursion
- treap trees
Similar Concepts
- b-tree
- b-trees
- balanced binary search tree
- balanced binary search trees
- balanced binary tree
- balanced binary trees
- balanced trees
- binary search tree
- binary tree
- binary tree properties
- binary tree representation
- binary tree rotations
- binary tree traversal algorithms
- complete binary tree
- perfect binary tree