Which operation is more complex in terms of time for AVL trees compared to Red-B

Which operation is more complex in terms of time for AVL trees compared to Red-Black trees?

Which operation is more complex in terms of time for AVL trees compared to Red-Black trees?

Step 1: Understand what AVL trees and Red-Black trees are. They are both types of self-balancing binary search trees.
Step 2: Know that both trees maintain balance to ensure efficient operations like insertion, deletion, and searching.
Step 3: Focus on the deletion operation in both trees. Deletion is when you remove a node from the tree.
Step 4: In AVL trees, after deleting a node, you may need to perform multiple rotations to keep the tree balanced.
Step 5: In Red-Black trees, after deletion, you usually need fewer rotations to maintain balance.
Step 6: Conclude that deletion in AVL trees is more complex in terms of time because it may require more rotations compared to Red-Black trees.

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