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@ -383,7 +383,8 @@ def dfs(root, visited):
<br> <br>
- `left -> node -> right` - `left -> node -> right`
- in a bst, in-order traversal will be in ascending order (therefore, it's the most frequently used method). - in a bst, in-order traversal will be sorted in the ascending order (therefore, it's the most frequently used method).
- note, however, that convert a sorted array to a bst with inorder has no unique solution (at the same time, both preorder and postorder are unique identifiers of a bst).
```python ```python
def inorder(self, root): def inorder(self, root):