depth of a binary tree
The depth of a binary tree refers to the maximum number of edges from the root node to any leaf node in the tree. It represents the length of the longest path from the root to a leaf.
Requires login.
Related Concepts (21)
- avl trees
- balanced binary tree
- binary heap visualization
- binary search tree
- binary tree
- binary tree rotations
- breadth-first search
- depth-first search
- depth-limited search
- height of a binary tree
- in-order traversal
- iterative tree traversal
- leaf nodes
- maximum depth of a binary tree
- minimum depth of a binary tree
- parent nodes
- post-order traversal
- pre-order traversal
- recursive tree traversal
- red-black trees
- subtrees
Similar Concepts
- balanced binary trees
- balancing binary trees
- binary heap trees
- binary search trees
- binary tree properties
- binary tree representation
- binary tree traversal algorithms
- binary trees
- complete binary tree
- finding the height of a binary tree
- full binary trees
- height of a binary heap
- in-order traversal of binary trees
- perfect binary tree
- post-order traversal of binary trees