- Create a binary tree: You can build a binary tree using either recursion or iteration.
- Inserting a node: A new node can be added to a binary tree, and the insertion position can be selected according to certain rules.
- Delete node: the specified node can be removed while maintaining the integrity of the binary tree structure.
- Traversing a binary tree can be done through methods such as pre-order, in-order, post-order, and level-order traversal.
- Search for nodes: specific nodes can be found based on their value or position.
- Calculate the depth of a binary tree: You can calculate the depth of a binary tree, or determine if it is a balanced binary tree.
- Determine if two binary trees are the same: You can determine if two binary trees have the same structure and the same node values.
- Flip a binary tree: exchanging the left and right subtrees of the binary tree.
- Search for the minimum and maximum values in the binary tree: you can find the nodes in the binary tree with the smallest and largest values.
- Determine whether a binary tree is a binary search tree: It is possible to determine if a given binary tree is a binary search tree.
✖
